Please use the information in the following table to answer the question. Firm | Market Share A 8.1 B 4.5
C 5.7
D 2.5
E 4.8
F 1.2
G 6 H 3.1
Other Firms 69.5 Please round your answers to 1 decimal point. a. What is the concentration ratio for this industry? b. What is the 8-firm concentration ratio for this industry? c. Is this industry typical of monopolistic competition? yes or no?

Answers

Answer 1

The industry is not typical of monopolistic competition.

a. Concentration ratio: It is the share of market controlled by the largest n firms. It is calculated as the sum of individual market shares of the largest n firms. Here, the market share of the top four firms (n=4) is the concentration ratio. Concentration ratio = 8.1 + 5.7 + 6 + 4.5 = 24.3Therefore, the concentration ratio for this industry is 24.3.b. 8-firm concentration ratio: It is the share of market controlled by the largest eight firms. It is calculated as the sum of individual market shares of the largest eight firms. Here, the market share of the top eight firms (n=8) is the 8-firm concentration ratio. 8-firm concentration ratio = 8.1 + 5.7 + 6 + 4.5 + 4.8 + 3.1 + 2.5 + 1.2 = 35.9Therefore, the 8-firm concentration ratio for this industry is 35.9.c.

Monopolistic competition is a market structure in which there are many firms, and the products they sell are similar but not identical. The firms can differentiate their products based on quality, style, design, features, etc. The firms have some degree of control over price and quantity of their products. The market entry and exit barriers are low. In this case, the concentration ratio is high, and the top firms have a significant market share. It indicates that the market structure is oligopolistic rather than monopolistically competitive. Therefore, the industry is not typical of monopolistic competition.

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Related Questions

Consider a futures derivative with exercise price of 75,000.
Suppose the spot price of the underlying varies from 70,000 to 80,000.
Show, on a graph the payoff of an investor who assumes
i. Long position
ii. Short position

Answers

To graph the payoff of an investor who assumes a long or short position in a futures derivative with an exercise price of $75,000, we need to plot the payoff at different spot price levels. The payoff is calculated as the difference between the spot price and the exercise price.

i. Long Position:

In a long position, the investor benefits from an increase in the spot price. The payoff is positive when the spot price is higher than the exercise price.

Here is the graph illustrating the payoff for a long position:

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Spot Price (x-axis)

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     |     Exercise

     |     Price

ii. Short Position:

In a short position, the investor benefits from a decrease in the spot price. The payoff is negative when the spot price is lower than the exercise price.

Here is the graph illustrating the payoff for a short position:

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Spot Price (x-axis)

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     |

     |

     |

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Exercise     |

Price        |

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In both cases, the graph shows a linear relationship between the spot price and the payoff. The slope of the line is determined by the size of the futures contract. If the spot price is above the exercise price, the long position has a positive payoff, while the short position has a negative payoff. If the spot price is below the exercise price, the long position has a negative payoff, while the short position has a positive payoff.

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The runs test is a non-parametric test that tries to determine if there is a statistically significant relationship between today's error term and yesterday's error term a tries to determine if the error is AR(2)
b tries to determine if the pattern of positive and negative residuals is random. c tried to determine if there is heteroscedasticity

Answers

The runs test is a non-parametric test that tries to determine if the pattern of positive and negative residuals is random. A sequence of positive and negative residuals in a regression analysis can indicate the presence of autocorrelation, which implies that the error terms in the model are not random.

The runs test is a statistical method that tests the randomness of these residuals by testing the hypothesis that the residuals are independent and identically distributed (IID).If the runs test yields a statistically significant result, then we can reject the null hypothesis and conclude that there is a pattern of non-randomness in the residuals.

This could indicate the presence of autocorrelation, which implies that the error terms are not independent and therefore violate the assumptions of the regression model. The runs test can be used to test the randomness of the residuals in a wide range of statistical models, including linear regression models, time series models, and logistic regression models.

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Equipment used in research is depreciated according to the following three-year MACRS table:
Year Depreciation rate
1 33.33%
2 44.44%
3 14.82%
4 7.41%
If a medical research firm purchases a $1,000,000 piece of equipment today, what is the equipment's book value after year 2?

Answers

The equipment's book value after year 2 is $368,273.Equipment used in research is depreciated according to the following three-year MACRS table: 4 7.41%. If a medical research firm purchases a $1,000,000 piece of equipment today, what is the equipment's book value after year 2?

Depreciation is the reduction in value of an asset over time due to wear and tear, obsolescence, or other similar factors. For calculating the depreciation of equipment used in research, the three-year MACRS table: 4 7.41% is used.

The depreciation expense for the first year is calculated by multiplying the equipment's purchase price by 0.3321 (the depreciation rate for year one), which is equal to $332,100. The book value of the equipment after the first year is calculated by subtracting the first-year depreciation expense from the purchase price, which is equal to $667,900.

For the second year, the depreciation expense is calculated by multiplying the remaining book value from the previous year ($667,900) by the depreciation rate for year two (0.4485), which is equal to $299,627.

The book value of the equipment after the second year is calculated by subtracting the second-year depreciation expense from the previous year's book value, which is equal to $368,273.So, the equipment's book value after year 2 is $368,273.

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Assume the speculator forms a strong opinion that the share market is about to enter a bullish period; however, he holds no shares. Instead, the speculator can use stock index futures contracts to speculate. It is now 12 January, the speculator buys three March KLCI futures contract at 990. The trader pays an initial margin of RM6,000, assuming each contract requires an initial margin of RM2,000.
The following day, the price of futures moves up closing at 895. On 14 January, the market closes at 875.
On 15 January, the futures market continues to decline, closing at 865. The speculator still leaves the position open.
On 16 January, the market declines further and the speculator decides to close out his position. He closes out his position by buying the three March KLCI futures contracts at 860.
Required:
a. Determine the variation gain or loss for each of the day.
b. Determine the total profit gain when the trader closes out his position.

Answers

a. The variation gain or loss for each day:

Day 1: Variation loss of -RM285

Day 2: Variation loss of -RM60

Day 3: Variation loss of -RM30

b. The total profit gain when the trader closes out his position is RM390.

To determine the variation gain or loss for each day and the total profit gain when the trader closes out his position, we need to calculate the daily changes in the futures price and the overall profit or loss.

a. Calculation of variation gain or loss for each day:

Day 1 (13 January):

Initial futures price: 990

Closing futures price: 895

Daily change: 895 - 990 = -95

Variation loss: -95 * 3 contracts = -285

Day 2 (14 January):

Previous day's closing futures price: 895

Closing futures price: 875

Daily change: 875 - 895 = -20

Variation loss: -20 * 3 contracts = -60

Day 3 (15 January):

Previous day's closing futures price: 875

Closing futures price: 865

Daily change: 865 - 875 = -10

Variation loss: -10 * 3 contracts = -30

b. Calculation of total profit gain when closing out the position:

Closing futures price: 860

Profit per contract: 990 - 860 = 130

Total profit: 130 * 3 contracts = 390

Therefore, the variation gain or loss for each day is as follows:

Day 1: Variation loss of -RM285

Day 2: Variation loss of -RM60

Day 3: Variation loss of -RM30

The total profit gain when the trader closes out his position is RM390.

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If you make monthly deposits of $2,810 into your savings account for the next 16 years, what return rate will result in $1,321,926 in your savings account 16 years from today? a) 10.5% b) 1.8% c) 10.0% d) 9.5% e) 0.8%

Answers

The return rate that would result in $1,321,926 in your savings account 16 years from today is 10.5%.

To calculate the return rate, we can use the future value formula for a series of equal monthly deposits. In this case, the monthly deposit is $2,810, and the duration is 16 years. The future value is given as $1,321,926. By substituting these values into the formula, we can solve for the return rate. The formula is:

FV = PMT × [(1 + r)^n - 1] / r

Where:

FV = Future Value

PMT = Monthly Deposit

r = Return Rate per period

n = Number of periods

Plugging in the values, we have:

$1,321,926 = $2,810 × [(1 + r)^192 - 1] / r

By using numerical methods or a financial calculator, we find that the return rate (r) is approximately 10.5%. Therefore, option a) 10.5% is the correct answer.

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4. Ramsey-Cass-Koopmans model. Consider an instantaneous utility function U(c)=ln (C) and get the following: a. Set up the maximization problem. b. Obtain an expression for C(t)

Answers

The expression for C(t) in this case is: C(t) = C(0) + ∫_0^t y(u)*e^{ru} du

a. The Ramsey-Cass-Koopmans model is a dynamic model of consumption and saving over time. The objective is to maximize the lifetime utility of an individual subject to a budget constraint. The problem can be formulated as follows:

Maximize ∫_0^∞ e^{-ρt}ln(C(t)) dt

Subject to:

c(0) + ∫_0^∞ e^{-rt}y(t) dt = ∫_0^∞ e^{-rt}c(t) dt

where

C(t) is consumption at time t,

y(t) is income at time t,

r is the discount rate,

ρ is the rate of time preference.

b. To obtain an expression for C(t), we need to use the Euler-Lagrange equation. This equation states that the optimal path of consumption must satisfy:

dU(C)/dC - d/dt(dU(C)/dC') = 0

where C' denotes the derivative of C with respect to time.

In this case, U(C) = ln(C), so dU(C)/dC = 1/C. Thus, we have:

1/C(t) - d/dt(1/C'(t)) = 0

Rearranging and integrating both sides, we get:

C'(t) = A*e^{rt}

where A is a constant of integration. To solve for A, we can use the budget constraint:

c(0) + ∫_0^∞ e^{-rt}y(t) dt = ∫_0^∞ e^{-rt}c(t) dt

Taking the derivative of both sides with respect to time, we get:

0 + y(t) = c'(t)

Substituting this into the previous expression, we get:

c'(t) = y(t) * e^{rt}

Integrating both sides with respect to t, we get:

C(t) = C(0) + ∫_0^t y(u)*e^{ru} du

where C(0) is the initial consumption level.

Therefore, the expression for C(t) in this case is:

C(t) = C(0) + ∫_0^t y(u)*e^{ru} du

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David consumes two things : gasoline (q1) and bread (q2). David's utility function is
U(q1​,q2​)=20q1^0.2 q2^0.8.
Derive David's demand curve for gasoline using the Lagrangian method.

Answers

Using the Lagrangian method, we can derive David's demand curve for gasoline by maximizing his utility function while satisfying his budget constraint.

What are the factors that contribute to income inequality in a country?

To derive David's demand curve for gasoline using the Lagrangian method, we set up a mathematical model that maximizes David's utility function while satisfying his budget constraint.

By taking the partial derivatives of the Lagrangian function with respect to the quantities of gasoline and bread consumed, and the Lagrange multiplier, we can find the conditions for utility maximization.

Solving these equations will provide us with the optimal quantities of gasoline and bread that David will consume at different price levels.

By varying the price of gasoline and solving for the corresponding quantity demanded, we can plot David's demand curve for gasoline, which shows the relationship between the price of gasoline and the quantity of gasoline David is willing to purchase, holding other factors constant.

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.What is the biggest difference between an option and a futures contract?
a. Options are traded on exchanges whereas futures are not
b. Options give investors a way to manage portfolio risk while futures do not
c. Options can be used by speculators to profit from price fluctuations while futures cannot
d. Options give their holders the right to buy or sell whereas futures contract are obligations to buy or sell

Answers

The biggest difference between an option and a futures contract is that "Options give their holders the right to buy or sell whereas futures contract are obligations to buy or sell.

"Explanation:Options are financial instruments that allow the holder or the buyer to buy or sell an underlying asset at a predetermined price within a set period. An option is a contract that provides a buyer with the right but not the obligation to buy or sell the underlying asset at the predetermined price within a specific period. Options are not obligations.Futures contracts are an agreement to buy or sell an asset on a particular date in the future at a set price. The buyer or the seller of a futures contract is obliged to buy or sell the underlying asset at a predetermined price on a specific date, regardless of market conditions.

Futures contracts are obligations.Which of the following statements is true about options and futures contracts?Options provide the holder with the right to buy or sell an underlying asset at a predetermined price within a set period. Futures contracts, on the other hand, obligate the buyer or seller to buy or sell an underlying asset at a predetermined price on a specific date, regardless of market conditions. The most significant difference between the two is that options are not obligations, while futures contracts are obligations.

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If an economy's real GDP doubles in fourteen years, then the average annual rate of growth in real GDP is about: Select one: a. 3 percent. b. 5 percent. c. 4 percent. d. 6 percent.

Answers

The average annual rate of growth in real GDP is approximately 5 percent.

To calculate the average annual rate of growth in real GDP, we can use the formula:

Average annual growth rate = (Final GDP / Initial GDP)^(1/number of years) - 1

In this case, the economy's real GDP doubles in fourteen years, which means the final GDP is twice the initial GDP. Therefore, we can substitute Final GDP = 2 and Initial GDP = 1 into the formula:

Average annual growth rate = (2 / 1)^(1/14) - 1

Using a calculator, we can solve this equation:

Average annual growth rate ≈ 0.0485

Multiplying by 100 to convert the decimal to a percentage, we get:

Average annual growth rate ≈ 4.85 percent

Rounding this value to the nearest whole number, the average annual rate of growth in real GDP is approximately 5 percent.

Therefore, the correct answer is b. 5 percent.

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Some ideas to consider when answering this question, but not limited to just these question - Does Apple company use CRM technology to assist with building a relationship? How do they use technology? What CRM tools do they use? What is the role of salespeople in selling your product to the end consumer? How are customer issues with your product resolved? What kind of messaging does the company use to build trust and loyalty with customers?

Answers

Apple utilizes CRM (Customer Relationship Management) technology to build and maintain relationships with its customers. The company employs various CRM tools and strategies to enhance customer experience and satisfaction. Salespeople play a crucial role in selling Apple's products to end consumers by providing personalized assistance and guidance. Customer issues with Apple products are addressed through efficient support channels and after-sales services. Apple's messaging focuses on building trust and loyalty by emphasizing product quality, innovation, and user experience.

Apple recognizes the importance of customer relationships and leverages CRM technology to strengthen those relationships. The company employs CRM tools like customer databases, analytics, and communication platforms to collect and manage customer data effectively. This allows Apple to personalize its interactions with customers and deliver tailored experiences.

Salespeople play a significant role in Apple's sales process. They engage with customers, provide product demonstrations, answer queries, and offer guidance in selecting the right products. Salespeople contribute to building relationships by understanding customer needs and providing personalized recommendations.

Customer issues with Apple products are resolved through various support channels, including Apple Care, Genius Bars at Apple Stores, online support forums, and customer service helplines. Apple places a strong emphasis on customer satisfaction and aims to address and resolve customer issues promptly.

Apple's messaging revolves around trust and loyalty-building. The company emphasizes its commitment to quality, innovation, and user experience in its marketing and advertising campaigns. Apple's branding and messaging focus on creating a sense of reliability, user-friendliness, and exclusivity, which helps in building trust and fostering customer loyalty.

Overall, Apple effectively utilizes CRM technology, salesperson engagement, customer support services, and messaging strategies to build and maintain strong relationships with its customers, fostering trust, loyalty, and long-term satisfaction.

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Assume the average selling price for houses in a certain county is $370,000 with a standard deviation of $51,000. a) Determine the coefficient of variation. b) Caculate the z-score for a house that sells for $360,000. c) Using the Empirical Rule, determine the range of prices that includes 68% of the homes around the mean d) Using Chebychev's Theorem, determine the range of prices that includes at least 87% of the homes around the mean a) Determine the coefficient of variation. CV=% (Round to one decimal place as needed.)

Answers

The coefficient of variation is approximately 13.78%.

The coefficient of variation (CV) is a measure of relative variability, providing insight into the dispersion of a dataset relative to its mean.

It is calculated by dividing the standard deviation by the mean and expressing the result as a percentage.

CV = (Standard deviation / Mean) * 100

In this case, Mean (average selling price) = $370,000 and Standard deviation = $51,000

Coefficient of Variation (CV):

CV = ($51,000 / $370,000) * 100 ≈ 13.78%

The CV allows us to compare the variability of different datasets, irrespective of their scales or units. A higher CV indicates greater relative variability, while a lower CV suggests less relative variability.

In the context of house prices, a CV of 13.78% indicates moderate variability around the mean selling price of $370,000.

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Charlie, an old friend and client, who is an everyday Texan with a traditional family, comes to you and asks you for an update on the possible changes of the estate taxes, as currently proposed. His combined wealth, community and separate, is approximately $7 million, which includes at least $3 million in real estate and $2 million in a family business that is a sole proprietorship (Schedule C 1040). Assume the rest to be in stocks and retirement accounts. DO NOT consider gift taxes and their possible changes. You are to prepare a quality client letter to him of (say) no more than two pages explaining the currently proposed changes and their possible impact upon him and his family. He only wants impacts to him as an individual, not as a corporation or other entity. Yes, you may have touched on some of this in answers before, but here you are addressing a paying (and frightened) client. And don’t forget, he is a friend as well as a very important client. Clarity matters. And remember that proposals may and likely will change. This letter is to be based on TODAY’s understanding. [[Tricky, isn’t it? But that is the real world, having to talk to clients about things that are mercurial!]]

Answers

The letter Charlie, an old friend and client is given as follows.

The Quality Letter

[Your Name]

[Your Address]

[City, State, Zip Code]

[Date]

Charlie [Last Name]

[Client's Address]

[City, State, Zip Code]

Dear Charlie,

Estate Taxes

I understand your concerns about the proposed changes to estate taxes.

Based on current understanding, these changes may impact individuals with significant wealth, such as yourself.

While the exact implications are uncertain, it is important to consider potential adjustments to estate tax rates and exemption thresholds.

I am here to support you through these changes and will provide updates as new information becomes available.

Sincerely,

[Your Name]

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(Please explain your answer)
An advertiser obtains a p-value of 0.20 after a matched pairs multi-cell experiment. The objective was to measure whether advertising strategy A generated more incremental business outcomes than advertising strategy B. The test had high statistical power probability, and the result was not a false negative. What could the advertiser conclude?
A. No conclusion can be made because the p-value is above 0.05
B. The advertiser should allocate the same budget for strategy A and strategy B
C. The advertiser should place a greater share toward the strategy that had higher impact
D. The advertiser should place all budget in strategy A

Answers

The p-value of 0.20, which is above the conventional significance level of 0.05, suggests that the observed difference in incremental business outcomes between the two advertising strategies is not statistically significant. Therefore, option A is the correct answer: No conclusion can be made because the p-value is above 0.05.

When the p-value is above the significance level, it indicates that there is insufficient evidence to reject the null hypothesis, which in this case would be that there is no difference between the effectiveness of strategy A and strategy B. The lack of statistical significance means that the observed difference could be due to random chance rather than a true difference in the impact of the strategies.

As a result, the advertiser should not allocate budget solely based on this experiment. Instead, further analysis and experiments may be needed to determine the best allocation of resources or to explore other factors that could influence the effectiveness of the advertising strategies.

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The demand function for a company is P(Q)=25−2Q, and the average cost function is AC(Q)=Q32​+5 (a) Find the value(s) of Q for which the firm breaks even. 5 mark (b) Find the value of Q for which the firm makes a 432 loss. 5 mark (c) Find the value of Q and P​ for ​ which the firm maximizes profit. 10 mark

Answers


The demand function for a company is P(Q)=25−2Q, and the average cost function is AC(Q)=Q32+5

a) Break-even implies Total Revenue = Total Costi.e. P(Q)*Q = AC(Q)*Q25Q - 2Q2 = Q3/2 + 5Q = 20Q = 20Therefore, the firm breaks even at Q = 20.

b) Profit/Loss = Total Revenue - Total Costi.e. P(Q)*Q - AC(Q)*Q = 43225Q - 2Q2 - (Q3/2 + 5)Q = 432-2Q2 - Q3/2 - 5Q - 432 = 0The above equation can be solved numerically to obtain the value of Q. Solving it using Newton-Raphson method, we getQ = 13.146.

c) Total profit can be found asTotal Profit = Total Revenue - Total Costi.e. TR(Q) - TC(Q) = P(Q)*Q - AC(Q)*Q= (25 - 2Q)Q - (Q3/2 + 5)Q= 17Q - Q3/2 - 5Q = 0Q = 8P = 25 - 2*8 = 9.

Hence, the firm should produce 8 units of the product to maximize the profit. The price that should be charged per unit is $9. The maximum profit will be Total Profit = P*Q - AC(Q)*Q= 9*8 - (8)3/2 - 5*8= $9.51 (rounded to two decimal places).

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The firm's net income is $224, its addition to retained
earnings is $144 and its labilities plus equity equal $1,900. What
is the firm's internal growth rate?

Answers

The firm's internal growth rate is 10.26%, indicating the level of growth it can achieve without external financing.

Explanation:

Internal growth rate formula: The internal growth rate is calculated using the formula: Internal growth rate = Retention rate x Return on assets x (1 - Debt-to-equity ratio). The retention rate represents the portion of earnings that are reinvested in the firm, return on assets measures the firm's profitability relative to its total assets, and the debt-to-equity ratio reflects the proportion of debt to equity financing.

Given values: The retention rate is calculated as $144 (earnings retained) divided by $224 (earnings before dividends), resulting in a retention rate of 64.29%. The return on assets is calculated as $224 (net income) divided by $1,900 (total assets), yielding a return on assets of 11.79%. The debt-to-equity ratio is not provided, so we assume a value of 1 (equal amounts of debt and equity).

Calculation: Substituting the given values into the formula, we have: Internal growth rate = 0.6429 x 0.1179 x (1 - 1) = 10.26%. Therefore, the firm's internal growth rate is 10.26%.

In summary, the firm's internal growth rate of 10.26% indicates the level of growth it can achieve without relying on external financing.

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A consumer has utility function U(x1​,x2​)=2x1​+x2​x1​x2​​ (a) In the same graph, draw the indifference curves {(x1​,x2​)∣U(x1​,x2​)=2} and {(x1​,x2​)∣U(x1​,x2​)=4} and identify the corresponding upper contour sets. (b) Are these preferences monotone? (c) Are these preferences convex? The picture you drew in part (a) suggests the answer is yes, but you need to justify your answer formally. Hint: for a fixed α>0, consider the upper contour set {x∣U(x)≥α}. For any two bundles y and z in the upper contour set and any λ∈[0,1] you need to check that U(λz+(1−λ)y)≥α (d) For an arbitrary price vector p∈R+2​ and income I, solve the consumer's optimization problem and construct the corresponding Marshallian demand and indirect utility functions.

Answers

a. These sets include all bundles (x1, x2) that yield a utility level greater than or equal to the specified values (2 and 4 in this case). b. he specific expressions for the Marshallian demand and indirect utility functions can be derived by solving the optimization problem with the given utility function, price vector, and income.

(a) In the graph, the indifference curves for U(x1, x2) = 2 and U(x1, x2) = 4 can be drawn as follows:

For U(x1, x2) = 2, the indifference curve represents all combinations of x1 and x2 that yield a utility level of 2. Similarly, for U(x1, x2) = 4, the indifference curve represents all combinations of x1 and x2 that yield a utility level of 4. The curves will have different shapes depending on the specific values of x1 and x2.

The corresponding upper contour sets are the regions above and including the indifference curves. These sets include all bundles (x1, x2) that yield a utility level greater than or equal to the specified values (2 and 4 in this case).

(b) Preferences are said to be monotone if an increase in the quantity of one good, while keeping the other goods constant, leads to a weakly higher utility level. In this case, the utility function U(x1, x2) = 2x1 + x2/x1x2 does not satisfy monotonicity because an increase in x1 or x2 does not always result in a higher utility. Therefore, these preferences are not monotone.

(c) Preferences are said to be convex if the upper contour sets are convex. To formally justify whether these preferences are convex, we need to consider the upper contour sets {x | U(x) ≥ α} for a fixed α > 0.

For any two bundles y and z in the upper contour set and any λ ∈ [0, 1], we need to check whether U(λz + (1 − λ)y) ≥ α holds.

Substituting the utility function into the inequality, we have:

U(λz + (1 − λ)y) = 2(λz1 + (1 − λ)y1) + (λz2 + (1 − λ)y2) / ((λz1 + (1 − λ)y1)(λz2 + (1 − λ)y2))

We can simplify the equation and check whether the inequality U(λz + (1 − λ)y) ≥ α holds for any α > 0.

(d) To solve the consumer's optimization problem for an arbitrary price vector p ∈ R+2 and income I, we need to maximize the utility function U(x1, x2) subject to the budget constraint p1x1 + p2x2 = I.

The Lagrangian for the optimization problem is:

L(x1, x2, λ) = U(x1, x2) + λ(I - p1x1 - p2x2)

Taking partial derivatives with respect to x1, x2, and λ and setting them equal to zero, we can find the values of x1 and x2 that maximize the utility function.

The Marshallian demand functions represent the optimal values of x1 and x2 as a function of prices and income, i.e., x1 = x1(p, I) and x2 = x2(p, I).

The indirect utility function represents the maximum utility achieved given the prices and income, i.e., V(p, I) = U(x1(p, I), x2(p, I)).

The specific expressions for the Marshallian demand and indirect utility functions can be derived by solving the optimization problem with the given utility function, price vector, and income.

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Explain how bond prices are determined and why they change with
special reference to Canada.

Answers

The prices of bonds are decided by market forces of supply and demand. Bonds can be bought and sold on the open market through broker-dealers and institutional investors. When there is a strong demand for a bond, the price will rise, whereas if there is a weak demand, the price will fall.

Bond prices and interest rates have an inverse relationship, meaning that when interest rates increase, bond prices fall, and vice versa. Bond prices and yields are also influenced by a variety of factors, including inflation expectations, economic growth, monetary policy, and geopolitical events.

The Bank of Canada is a significant player in Canada's bond market since it is in charge of monetary policy. The central bank's decisions about interest rates and money supply have a significant influence on bond yields and prices. When the central bank raises interest rates, bond yields and prices fall, and when it lowers interest rates, bond yields and prices increase.

In Canada, government bonds are commonly traded, and they are backed by the Canadian government. They are deemed to be risk-free, and their yields serve as a benchmark for other bond issuers.

In general, bond prices and yields in Canada are influenced by the same factors as other global markets, such as economic indicators, inflation expectations, and global geopolitical events.

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On January 1, 2019, Hamad Town Co. purchased a machine for $240,000. It is estimated that the machine will have a 10-year useful life or 100,000 units over its useful life. Salvage value at the end its useful life is estimated to be $20.000. Assuming the company produced 12,000 units in 2019. Depreciation expense for the year ended December 31, 2019 using units-of-production method of depreciation would be: O A. None of these answers. O B. $22,000 O C. $26,400 O D. $48,000

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The depreciation expense for the year ended December 31, 2019, using the units-of-production method is $26,400 (option C).

The units-of-production method of depreciation allocates the cost of an asset based on the actual usage or production level. In this case, the depreciation expense is calculated by determining the depreciation per unit and multiplying it by the number of units produced in the given year. The depreciation per unit is calculated by dividing the difference between the cost and salvage value by the total estimated units over the useful life of the machine.The depreciation expense for the year ended December 31, 2019, using the units-of-production method can be calculated as follows:

Depreciation per unit = (Cost - Salvage value) / Total estimated units

Depreciation expense = Depreciation per unit × Units produced in 2019

Given:

Cost = $240,000

Salvage value = $20,000

Total estimated units = 100,000

Units produced in 2019 = 12,000

Depreciation per unit = ($240,000 - $20,000) / 100,000

= $2.20

Depreciation expense = $2.20 × 12,000

= $26,400

Using the given information and the units-of-production method, the depreciation expense for the year ended December 31, 2019, is $26,400.

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On January 5, 2020, Pearl Corporation received a charter granting the right to issue 5.200 shares of $100 par value, 8% cumulative and nonparticipating preferred stock, and 51.700 shares of $10 par value common stock. It then completed these transactions. Jan. 11 Feb. 1 July 29 Aug. 10 Dec. 31 Dec. 31 Issued 19,800 shares of common stock at $15 per share. Issued to Sanchez Corp. 3,900 shares of preferred stock for the following assets: equipment with a fair value of $49,200: a factory building with a fair value of $160,000; and land with an appraised value of $297,000. Purchased 1,800 shares of common stock at $19 per share. (Use cost method.) Sold the 1,800 treasury shares at $15 per share. Declared a $0.50 per share cash dividend on the common stock and declared the preferred dividend. Closed the Income Summary account. There was a $163,800 net income. Date Account Titles and Explanation Feb. 1 Aug. 10 Debit Credit Aug. 10

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The debit to equipment is $49,200, the debit to factory building is $160,000, and the debit to land is $297,000.

Explanation for the transactions:

On February 1, Pearl Corporation issued 1,800 shares of common stock at $19 per share.

The debit to cash for this transaction is calculated as follows:1,800 shares x $19 per share = $34,200On the same day, Pearl Corporation purchased 1,800 shares of common stock at $19 per share.

The debit to treasury stock for this transaction is calculated as follows:

1,800 shares x $19 per share = $34,200

On August 10, Pearl Corporation issued 3,900 shares of preferred stock to Sanchez Corp. in exchange for assets with a total fair value of $506,200.

This transaction increases the balance of preferred stock.

The debit to preferred stock is calculated as follows:

3,900 shares x $100 par value x 8% = $31,200

The credit to common stock is calculated as follows:

($9,300 / $10 par value per share) = 930 shares

The debit to equipment is $49,200, the debit to factory building is $160,000, and the debit to land is $297,000.

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For a monopolist selling price is equal to marginal revenue. selling price may be above or below marginal revenue; it depends on the price buyers are willing to pay. selling price is greater than marginal revenue. selling price is less than marginal revenue.

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For a monopolist, the selling price is not necessarily equal to marginal revenue. In fact, the selling price can be both above or below marginal revenue, depending on the price buyers are willing to pay.

In a monopoly market, the monopolist has control over the supply of a particular product or service, giving them the power to set the price. However, unlike in a perfectly competitive market, a monopolist faces a downward-sloping demand curve, which means that in order to sell more units, they must lower the price.

To maximize profits, a monopolist should produce and sell a quantity where marginal revenue (MR) equals marginal cost (MC). This is because marginal revenue represents the additional revenue gained from selling one more unit, while marginal cost represents the additional cost incurred to produce that additional unit. Maximizing profits occurs when the difference between MR and MC is maximized.

Since the demand curve faced by a monopolist is downward sloping, the marginal revenue from selling an additional unit will be less than the price at which that unit is sold. This is because to sell more units, the monopolist must lower the price, which decreases the revenue gained from each additional unit sold. As a result, the marginal revenue curve lies below the demand curve.

When the selling price is greater than marginal revenue, it suggests that the monopolist is charging a price that is above what buyers are willing to pay for the additional units. In this case, the monopolist is likely facing a downward-sloping demand curve, and the price is reducing the quantity demanded.

Conversely, when the selling price is less than marginal revenue, it indicates that the monopolist is charging a price that is below what buyers are willing to pay for the additional units. This situation might occur if the monopolist aims to increase market share by setting a lower price, but it would result in a loss of potential revenue.

Therefore, it is incorrect to state that the selling price is always equal to marginal revenue. The selling price can be both above or below marginal revenue, depending on the price buyers are willing to pay.

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A mortgage loan in the amount of $100,000 is made at 6 percent interest for 20 years. Payments are to be monthly in each part of this problem. Assume the loan is fully amortizing except that payments will be "interest only" for the first three years (36 months). If the loan is to fully amortize over the remaining 17 years, what must the monthly payments be from year 4 through year 20?

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To find the monthly payments from year 4 through year 20, we need to calculate the remaining loan amount after the interest-only period of 3 years.

Loan amount: $100,000

Interest rate: 6% per year

Loan term: 20 years

Interest-only period: 3 years

First, let's calculate the monthly interest rate:

Monthly interest rate = Annual interest rate / 12

Monthly interest rate = 6% / 12 = 0.5%

Next, let's calculate the remaining loan amount after 3 years of interest-only payments:

Remaining loan amount = Loan amount - (Interest-only payment * Number of months)

Remaining loan amount = $100,000 - ($100,000 * 0.005 * 36)

Remaining loan amount = $100,000 - $18,000

Remaining loan amount = $82,000

Now, let's calculate the monthly payments needed to fully amortize the remaining loan amount over the remaining 17 years:

Loan amount: $82,000

Loan term: 17 years

We can use the loan amortization formula to calculate the monthly payment:

Monthly payment = P * r * (1 + r)^n / ((1 + r)^n - 1)

Where:

P = Loan amount

r = Monthly interest rate

n = Number of months

Substituting the values into the formula, we get:

Monthly payment = $82,000 * 0.005 * (1 + 0.005)^204 / ((1 + 0.005)^204 - 1)

Calculating this expression will give us the monthly payment required to fully amortize the remaining loan amount over the remaining 17 years.

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4. Branchcut produces two kinds of chain saws, the basic model and a
deluxe version. Each product passes through two production
departments, assembly and finishing.
Extracts from Branchcut's mana

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Given that Branchcut produces two kinds of chain saws, the basic model and a deluxe version. Each product passes through two production departments, assembly and finishing.Extracts from Branchcut's management can be summarized as follows:

There are two kinds of chain saws produced by Branchcut: a basic model and a deluxe version. Both products go through two production departments: assembly and finishing. Assembly is the first department and finishing is the second department. Thus, we can conclude that the production process involves four distinct stages; assembly for basic model, assembly for deluxe version, finishing for basic model, and finishing for deluxe version.

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When performane management systems are poorty administered for employees, it can resilit in as of the folowing ExCEPT? lowered setf esteem for employees damaged relabonships with superiors unfair stan

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The statement suggests that poorly administered performance management systems can result in all of the following except lowered self-esteem for employees.

When performance management systems are poorly administered for employees, they can lead to several negative consequences. However, one of the options mentioned, "lowered self-esteem for employees," is not typically an outcome of poorly administered performance management systems. Let's explore the other potential consequences in more detail:

Damaged relationships with superiors: Poorly administered performance management systems can strain the relationship between employees and their superiors. This can happen when supervisors fail to provide constructive feedback, fail to recognize achievements, or create a hostile or unsupportive environment. It can result in mistrust, frustration, and strained communication.

Unfair standards and ratings: Poorly administered performance management systems may lack consistency, objectivity, and transparency. This can lead to perceived unfairness in the assessment of employee performance. When employees feel that standards and ratings are arbitrary, inconsistent, or biased, it erodes trust in the system and can cause dissatisfaction among employees.

Decreased motivation to work: When employees perceive that performance management systems are ineffective or unfair, it can negatively impact their motivation to perform at their best. If they believe that their efforts will not be recognized or fairly rewarded, they may become demotivated, resulting in decreased productivity and engagement.

It's important to note that while lowered self-esteem is not typically a direct outcome of poorly administered performance management systems, the negative consequences mentioned above can indirectly affect an employee's self-esteem and overall job satisfaction. When employees feel undervalued, unfairly treated, or lack motivation, it can have a detrimental impact on their sense of self-worth and confidence in their abilities.

In summary, poorly administered performance management systems can damage relationships with superiors, lead to unfair standards and ratings, and decrease motivation to work. While not directly mentioned, these negative consequences can indirectly affect an employee's self-esteem and overall well-being in the workplace.

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The complete question is :

When performance management systems are poorly administered for employees, & can result in as all of the following ExCEPT?

lowered self esteem for employees

damaged relationships with superiors

unfair standards and ratings

decreased motivation to work

(3) Two different 10-year cash flow streams have the same present values at the same nominal interest rateX, compounded monthly. Which of the following statements is correct?
(A) Both cash flow streams must have the same amounts of cash every year.
(B) Both cash flow streams will have the same present values at any other nominal interest rate, compounded monthly.
(C) Both case flow streams will have different future values at the same nominal interest X, compounded monthly.
(D) Both cash flow streams will have the same future values at the same nominal interest rate X, compounded monthly.
None of the above statements is correct.

Answers

Two different 10-year cash flow streams have the same present values at the same nominal interest rate X, compounded monthly. The correct statement among the given options is "Both cash flow streams will have the same future values at the same nominal interest rate X, compounded monthly." Therefore, option (D) is correct.

Cash flow stream refers to a series of payments or receipts that occur at regular intervals of time. It can be monthly, quarterly, or annually, etc.

The term present value is a financial concept used to evaluate a particular investment or project by calculating the current value of future cash flows, discounted at the required rate of return, i.e., interest rate.

In the given problem, we are given that two different 10-year cash flow streams have the same present values at the same nominal interest rate X, compounded monthly. In this case, it is required to find the correct statement among the given options.

Option (A) states that both cash flow streams must have the same amounts of cash every year, which is not necessarily true. Two cash flow streams can have the same present value despite having different cash flows in each year. Hence, option (A) is not correct.

Option (B) states that both cash flow streams will have the same present values at any other nominal interest rate, compounded monthly. This statement is not correct. '

This is because the present values of two different cash flow streams can change with the change in the required rate of return. Hence, option (B) is not correct.

Option (C) states that both case flow streams will have different future values at the same nominal interest X, compounded monthly.

This statement is also not correct. Both cash flow streams will have the same future value as the future value of any cash flow stream depends on the present value, time period, and required rate of return, which are the same in this case. Hence, option (C) is not correct.

Option (D) states that both cash flow streams will have the same future values at the same nominal interest rate X, compounded monthly. This statement is correct.

This is because the future value of a cash flow stream depends on the present value, the required rate of return, and the time period, which are the same for both cash flow streams. Hence, option (D) is the correct statement.

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(b) A are planning to buy a car for $50,000.
The bank offers him a 5-year loan with equal annual payments and an interest rate of 5% per year.
The bank requires that him pays 20% of the purchase price as a down payment.
Calculate the annual loan payment?

Answers

The annual loan payment will be $9,048.91

Given : Price of the car = $50,000,Down payment = 20%,Interest rate = 5%,Time period = 5 years

To find: Annual loan payment, There are several steps to find the solution to the given problem:

Step 1: Calculation of down payment

Down payment = 20% of $50,000

Down payment = 20/100 × $50,000

Down payment = $10,000

Step 2: Calculation of amount financed

Amount financed = Purchase price − Down payment

Amount financed = $50,000 − $10,000

Amount financed = $40,000

Step 3: Calculation of annual interest rate R = Annual interest rate = 5%

Step 4: Calculation of Annual loan payment

Annual loan payment = A= Amount financed / (1 − (1 + R)-n)/R)

Where n = number of payments= 5 × 1 = 5A= 40,000 / (1 − (1 + 0.05)-5)/0.05)A = $9,048.91

Therefore, the annual loan payment will be $9,048.91 (approximately).

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Demonstrate the assessment of Present Worth (PW) with i= 10% for the given options. Show all conversions made without any shortcut. Approach, assess and solve the issue as an engineer. The cash flow diagram is not warranted. Provide commentary on the assessment made. For the assessment, asset A shall requires two (2) replacements, while, B will need four (4) lifecycles. Show all conversions without any shortcut.

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The assessment of present worth allows engineers to evaluate the economic feasibility of different options by considering the time value of money. By converting cash flows to present values, taking into account the interest rate, and considering replacements and lifecycles, engineers can make informed decisions based on financial viability. Comparing the present worth of options A and B will help identify the option with the higher economic benefit over the given time frame and interest rate.

To assess the present worth (PW) of options A and B with an interest rate (i) of 10% and considering the replacements for asset A and lifecycles for asset B, follow these step-by-step calculations:

Step 1: Identify the cash flows for each option:

For option A: Consider the initial cost, replacement cost, and any additional costs or savings associated with the asset's lifecycle.For option B: Consider the initial cost, costs or savings associated with each lifecycle, and the cost of replacement at the end of each lifecycle.

Step 2: Convert each cash flow to present value using the formula:

PV = CF / (1 + i)^n

where PV is the present value, CF is the cash flow, i is the interest rate, and n is the number of periods.

Step 3: Calculate the present worth of each cash flow for both options, considering the replacements and lifecycles.

Step 4: Compare the present worth of both options to determine the more favorable choice.

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Assume that investment does not depend on the interest rate. A reduction in government spending will cause which of the following for this economy? no change in the interest rate no change in output no change in investment an increase in investment none of these

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No change in investment, assuming investment does not depend on the interest rate.

If investment does not depend on the interest rate, a reduction in government spending would not directly cause any change in investment.

Investment decisions are typically influenced by various factors such as business prospects, expected returns, and market conditions, but the interest rate is a significant determinant in most cases.

However, it is important to note that the reduction in government spending can indirectly affect the economy and potentially lead to changes in other variables.

A reduction in government spending could potentially result in a decrease in aggregate demand.

As government spending represents a component of aggregate demand, a decrease in its expenditure may reduce the overall demand for goods and services in the economy. This reduction in aggregate demand can lead to a decrease in output or economic activity.

Additionally, a decrease in government spending might also lead to a decrease in income or disposable income for households and businesses, potentially impacting their ability to invest.

However, this indirect impact on investment would not be directly caused by the reduction in government spending, but rather through its effects on output, income, and other factors.

In summary, while a reduction in government spending may not directly affect investment due to the assumption that it doesn't depend on the interest rate, it can indirectly influence investment through its impact on output, income, and aggregate demand.

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Which of the following statements is true? 1.Costs that do not differ among the alternatives are relevant in a decision. 2.Sunk costs are relevant in a decision. (2.5점) 1) Neither statement is true.

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The following statement is true: Costs that do not differ among the alternatives are not relevant in a decision.

In the process of making business decisions, sunk costs and costs that do not vary between options are not relevant. For a choice to be considered, the only costs that should be considered are those that are expected to vary between alternatives. To be specific, if two choices result in the same outcomes, the choice with the lower cost should be selected even though the two choices have identical costs. The reasoning behind this is that only the prospective costs and benefits of each alternative are relevant when making a decision.The reason the first statement is false is that costs that do not differ between alternatives are not relevant to the decision-making process.

This is due to the fact that such expenses will be the same regardless of which option is chosen, and will not influence the decision-making process in any way.The reason the second statement is false is that sunk costs are not relevant to the decision-making process. Sunk costs are expenses that have already been incurred and cannot be retrieved. Since it is not feasible to retrieve sunk costs, they should not be considered in a decision since they have no impact on the future. It is important to make decisions based on what is to be gained in the future rather than what has been spent in the past.

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Using figures explain why the Phillips curve shifts when
people's expectations of the inflflation rate changes.

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When people's expectations of the inflation rate change, the Phillips curve shifts.

The Phillips curve is a graphical representation that shows the relationship between inflation and unemployment. It suggests an inverse relationship between these two variables, indicating that as unemployment decreases, inflation tends to increase, and vice versa. However, this relationship is not fixed and can shift when people's expectations of the inflation rate change.

When individuals anticipate higher inflation in the future, they adjust their behavior accordingly. For instance, workers may demand higher wages to compensate for the expected rise in prices, and businesses may raise prices in anticipation of increased costs. These actions influence the economy and can lead to a shift in the Phillips curve.

When people's expectations of inflation rise, it alters the dynamics of wage and price setting. Workers, anticipating higher future inflation, negotiate for higher wages to maintain their purchasing power. This puts upward pressure on wages and increases production costs for businesses. As a result, the cost-push inflation effect comes into play, leading to a higher level of inflation for any given rate of unemployment. This shift in the Phillips curve reflects the fact that higher inflationary expectations have changed the behavior of workers and firms, causing a different relationship between inflation and unemployment.

In summary, the Phillips curve shifts when people's expectations of the inflation rate change because it captures the adjustment in wage and price setting that occurs when individuals anticipate higher future inflation. These shifts highlight the dynamic nature of the economy and the influence of expectations on key economic variables.

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The language of price controls Suppose that, in a competitive market without government regulations, the equilibrium price of donuts is $1.50 each. Complete the following table by indicating whether each of the statements is an example of a price ceiling or a price floor and whether it is binding or nonbinding. Statement There are many teenagers who would like to work at donut shops, but they are not hired due to minimum-wage laws. The government has instituted a legal minimum price of $2.00 each for donuts. The government prohibits donut shops from selling donuts for more than $2.00 each

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1. There are many teenagers who would like to work at donut shops, but they are not hired due to minimum-wage laws. | Price Floor | Binding 2. The government has instituted a legal minimum price of $2.00 each for donuts. | Price Floor | Non-binding 3. The government prohibits donut shops from selling donuts for more than $2.00 each. | Price Ceiling | Binding

The first statement is an example of a price floor, and it is binding. The minimum-wage laws have set a floor for the wages paid to the employees working at donut shops. This means that the employees cannot be paid less than the minimum wage set by the law. The minimum-wage law results in a binding price floor.

The second statement is an example of a price floor, but it is non-binding. The minimum price set by the government ($2.00 each) is higher than the equilibrium price ($1.50 each) in a competitive market without government regulations.

Hence, the price floor is non-binding because the market price is below the minimum price set by the government.

The third statement is an example of a price ceiling and it is binding. The maximum price set by the government ($2.00 each) is lower than the equilibrium price ($1.50 each) in a competitive market without government regulations.

Hence, the price ceiling is binding because the market price cannot be higher than the maximum price set by the government.

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Assume that the gas price remains constant at $2.19 per gallon throughout the 10 years. Whereas in cell 4 of the Company Industry Fit model, an environment characterized by a high degree of uncertainty with complex and unstable elements, industries and firms such as computer, aerospace, According to the 2011 Gallup daily tracking polls (WWw.gallup.com, February 3, 2012), Mississippi is the most conservative U.S_ state, with 52.6 percent of its residents identifying themselves as conservative. What is the probability that at least 50 respondents of a random sample of 100 Mississippi residents do notidentify themselves as conservative? Multiple Choice 0.8049 0.5498 0.3015 0.0499 Q1) There is a 19.40% probability of a below average economy and a 80.60% probability of an average economy. If there is a below average economy stocks A and B will have returns of -3.80% and 17.80%, respectively. If there is an average economy stocks A and B will have returns of 15.80% and -1.60%, respectively. Compute the: a) Expected Return for Stock A (0.75 points): b) Expected Return for Stock B (0.75 points): c) Standard Deviation for Stock A (0.75 points): d) Standard Deviation for Stock B (0.75 points): Differential Analysis for Machine Replacement ProposalFlint Tooling Company is considering replacing a machine that has been used in its factory for two years. Relevant data associated with the operations of the old machine and the new machine, neither of which has any estimated residual value, are as follows:Old MachineCost of machine, eight-year life $38,000Annual depreciation (straight-line) 4,750Annual manufacturing costs, excluding depreciation 12,400Annual nonmanufacturing operating expenses 2,700Annual revenue 32,400Current estimated selling price of the machine 12,900New MachineCost of machine, six-year life $57,000Annual depreciation (straight-line) 9,500Estimated annual manufacturing costs, exclusive of depreciation 3,400Annual nonmanufacturing operating expenses and revenue are not expected to be affected by purchase of the new machine.Required:1. Prepare a differential analysis as of November 8 comparing operations using the present machine (Alternative 1) with operations using the new machine (Alternative 2). The analysis should indicate the differential income that would result over the six-year period if the new machine is acquired. If an amount is zero, enter zero 0. Use a minus sign to indicate a loss.Differential AnalysisContinue with Old Machine (Alt. 1) or Replace Old Machine (Alt. 2)November 8Continue with Old Machine (Alternative 1) Replace Old Machine (Alternative 2) Differential Effect on Income (Alternative 2)Revenues: Proceeds from sale of old machine $ $ $Costs: Purchase price Annual manufacturing costs (6 yrs.) Income (Loss) $ $ $ Article "How important is Culture?: An inside look at KellerWilliams" by David Larcker and Brian Tayan.Question: Does the culture help Keller Williams achieve itsstrategic objectives? Are culture, For the following, please answer "True" or "False", and in each case, explain your answer with the help of a diagram. [4 marks] a. Unlike indifference curves, isoquants can intersect. b. If inputs into production cannot be substituted for each other but have to be employed in fixed proportions isoquants are straight, downward-sloping lines. c. The "Law of Diminishing Marginal Returns" could also be termed the "Law of Increasing Marginal Costs." d. Short-run costs are never equal or lower than long-run cost You are currently working as an analyst at Financial Consulting Bhd. Your boss has instructed you to form an equity fund portfolio which consists of two consumer products companies. The portfolios have total fund size of RM10 million. Before you can start with your analysis, you have to collect monthly stock prices of each stock in your portfolio over the last 24 months. (Hint: The selected companies should be listed in Bursa Malaysia)You are required to:(a) Describe the background (operation, management team, market,..etc) of the companies. (5 marks)(b) Compute monthly stock return of each stock in your portfolio i n each of the last 12 months. Show your answers in organized tabular format. (10 marks)(c) Compute average monthly stock return and standard deviation of returns of each stock over the last 12 months. (10 marks)(d) Compute covariance and correlation between each possible pair of stocks in your portfolio. (5 marks)(e) Compute portfolios return and standard deviation assuming funds are split equally in each of the two companies stocks. (10 marks)(f) Recommend which you will invest stock separately or combine (portfolio) on the above calculation. (5 marks) he following information for Naser Est.is shown on December 31, 2021: . On December 31, cash per bank statement was BD9500; cash per the cash account was BD10800. Service charges for December were BD440. BD360 check drawn by Khalid marked NSF. Cash receipts of BD2000 on December 31, 2021 were not deposited until January 2022. Outstanding checks: No.334 for BD800 - No.335 for BD700 Required: Use the previous information for question 5 to question 8: Deposit in transit should be appear in the bank reconciliation in: * Added BD2000 to balance per bank statement. Added BD2000 to balance per cash ac- count (book). Not true at all Darnell wants to estimate his monthly disability income needs in case he is injured or ill and cant work for an extended period of time. Darnell has gathered the following figures, on a current, per-month basis. Darnells gross pay is $4,050 and take-home pay is $3,000. If Darnell is eligible for Social Security disability, his benefit will be $1,200. Darnell expects to be disabled for 15 months. Darnell is not eligible for any other government programs. Darnells company does not provide disability benefits. Darnell is not enrolled in a group disability income insurance plan.Complete the following table for the ninth month of Darnells disability.Darnells Monthly Disability Benefit NeedsSocial Security benefits Other government program benefits Company disability benefits Group disability policy benefits Total existing disability benefits ______ (gross or take home?) pay Estimated disability benefits needed: