Statement 1: Favourable variances are always good for an organization. Statement 2: Appropriate variance reporting is the comparison of actual results with a flexed budget. The correct answer is D. Statement 2 only is correct.
Statement 1 is incorrect because favourable variances are not always good for an organization. While favourable variances indicate that actual results are better than expected, they can also indicate inefficiencies or cost overruns in the budgeting process. It is important to analyze the reasons behind the variances to determine their impact on the organization's performance.
Statement 2 is correct. Appropriate variance reporting involves comparing actual results with a flexed budget. A flexed budget adjusts the original budget based on the actual level of activity achieved. By comparing actual results to this adjusted budget, managers can assess their performance more accurately and identify areas where deviations occurred. Understanding the difference between favourable and unfavourable variances and implementing effective variance reporting practices helps organizations make informed decisions and improve their financial performance.
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Sean, who is single, received social security benefits of $8,360, dividend income of $12,580, and interest income of $2,090. Except as noted, those income items are reasonably consistent from year to year. At the end of 2021 , Sean in stocking that would result in an immediate gain of $10,180, a reduction in future dividends of $1,045, and an increase in future interest income of $1,545. What amount of social security benefits is taxable to Sean?
None of Sean's social security benefits are taxable based on the given information. It's important to note that this calculation is based on the information provided and assumes no other factors that could affect the taxation of social security benefits.
To determine the taxable amount of social security benefits for Sean, we need to calculate his provisional income, which is used to determine the portion of social security benefits subject to taxation. Provisional income is calculated by adding one-half of the social security benefits received to the adjusted gross income (AGI) and tax-exempt interest.
First, let's calculate Sean's provisional income:
AGI = Dividend income + Interest income
AGI = $12,580 + $2,090
AGI = $14,670
Tax-exempt interest = $0 (as it is not mentioned in the given information)
Provisional income = AGI + 0.5 * Social security benefits
Provisional income = $14,670 + 0.5 * $8,360
Provisional income = $14,670 + $4,180
Provisional income = $18,850
Next, we need to determine the base amount for Sean's filing status. For a single individual in 2021, the base amount is $25,000.
Now, we can calculate the taxable portion of Sean's social security benefits:
If provisional income is below the base amount, none of the social security benefits are taxable.
If provisional income is between the base amount and an upper limit of $34,000 for single individuals, up to 50% of the social security benefits may be taxable.
If provisional income exceeds $34,000, up to 85% of the social security benefits may be taxable.
In Sean's case, his provisional income of $18,850 is below the base amount of $25,000. Therefore, none of his social security benefits are taxable.
In summary, none of Sean's social security benefits are taxable based on the given information. It's important to note that this calculation is based on the information provided and assumes no other factors that could affect the taxation of social security benefits.
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Statistically controlled variation of processes is also called statistical innovation. statistically-driven implementation. statistical probability processing. statistical process control.
Statistically controlled variation of processes is also called statistical process control. Statistical process control (SPC) refers to the application of statistical methods to monitor and control a process to ensure that it operates at its full capacity to produce conforming product.
The SPC consists of a set of statistical tools that helps in identifying the causes of variability within a process to facilitate the detection of defects. A process that operates in control has only common cause variation, whereas a process that is out of control has special cause variation.To establish statistical process control, the following steps are followed:1. Identify the process: It is critical to identify the process that needs to be controlled.2. Determine the data collection methodology: SPC requires collecting process data to establish the control limits and track any variation.
Establish corrective action procedures: If the process goes out of control, corrective action needs to be taken to bring it back into control.Therefore, statistically controlled variation of processes is also called statistical process control.
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Given a random sample X₁, X2, ... Xn from a Uniform(0, 0) distribution, derive and plot the power function of the test H₁ : 0 = 1, H₁ : 0 > 1 with test-statistic T = X₁ and rejection region R= [0.5, [infinity]). (5 marks)
1. The power function for H₁: θ = 0 is π(θ) = 1 - 0.5 / θ
2. The power function for H₁: θ > 0 is π(θ) = 1 - 0.5 / θ. The plot will show the power functions for both hypothesis tests.
How did we arrive at these assertions?To derive and plot the power function for the given hypothesis tests, we need to calculate the probability of rejecting the null hypothesis for different values of the parameter under the alternative hypothesis.
Let's consider two hypothesis tests:
1. H₁: θ = 0
2. H₁: θ > 0
The test statistic is given as T = X₁, where X₁ is a random variable from a Uniform(0, θ) distribution.
To calculate the power function, we need to find the probability of rejecting the null hypothesis for different values of θ.
1. H₁: θ = 0
In this case, the null hypothesis assumes θ = 0, and we want to test if the true value of θ is different from 0. The rejection region is R = [0.5, ∞).
The power function is defined as the probability of rejecting the null hypothesis when the alternative hypothesis is true. In this case, the alternative hypothesis is θ > 0.
To calculate the power function for H₁: θ = 0, we need to find the probability of rejecting the null hypothesis when θ > 0. Since the test statistic T = X₁, we reject the null hypothesis if T ≥ 0.5.
The probability of rejecting the null hypothesis can be calculated as the probability that X₁ ≥ 0.5, given that X₁ follows a Uniform(0, θ) distribution.
P(T ≥ 0.5 | θ) = 1 - P(T < 0.5 | θ) = 1 - P(X₁ < 0.5 | θ)
For a Uniform(0, θ) distribution, the probability density function (pdf) is given by:
f(x | θ) = 1 / θ if 0 ≤ x ≤ θ
0 otherwise
To calculate P(T ≥ 0.5 | θ), we integrate the pdf from 0.5 to θ:
P(T ≥ 0.5 | θ) = ∫[0.5, θ] f(x | θ) dx
= ∫[0.5, θ] (1 / θ) dx
= [x / θ] from 0.5 to θ
= (θ - 0.5) / θ
= 1 - 0.5 / θ
Therefore, the power function for H₁: θ = 0 is given by:
π(θ) = 1 - 0.5 / θ
2. H₁: θ > 0
In this case, the null hypothesis assumes θ = 0, and we want to test if the true value of θ is greater than 0. The rejection region is R = [0.5, ∞).
To calculate the power function for H₁: θ > 0, we need to find the probability of rejecting the null hypothesis when θ > 0. Since the test statistic T = X₁, we reject the null hypothesis if T ≥ 0.5.
The probability of rejecting the null hypothesis can be calculated as the probability that X₁ ≥ 0.5, given that X₁ follows a Uniform(0, θ) distribution.
P(T ≥ 0.5 | θ) = 1 - P(T < 0.5 | θ) = 1 - P(X₁ < 0.5 | θ)
Following the same steps as above, we find:
P(T ≥ 0.5 | θ) = 1 - 0.5
/ θ
Therefore, the power function for H₁: θ > 0 is also given by:
π(θ) = 1 - 0.5 / θ
Now let's plot the power functions for both hypothesis tests, assuming the rejection region R = [0.5, ∞).
import matplotlib.pyplot as plt
import numpy as np
theta = np.linspace(0.1, 5, 100) # Values of theta
power_H1_eq_0 = 1 - 0.5 / theta # Power function for H₁: θ = 0
power_H1_gt_0 = 1 - 0.5 / theta # Power function for H₁: θ > 0
# Plotting
plt.plot(theta, power_H1_eq_0, label='H₁: θ = 0')
plt.plot(theta, power_H1_gt_0, label='H₁: θ > 0')
plt.xlabel('θ')
plt.ylabel('Power')
plt.title('Power Functions')
plt.legend()
plt.show()
The plot will show the power functions for both hypothesis tests.
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1. The power function for H₁: θ = 0 is π(θ) = 1 - 0.5 / θ
2. The power function for H₁: θ > 0 is π(θ) = 1 - 0.5 / θ. The plot will show the power functions for both hypothesis tests.
Let's consider two hypothesis tests:
1. H₁: θ = 0
2. H₁: θ > 0
The test statistic is given as T = X₁, where X₁ is a random variable from a Uniform(0, θ) distribution.
To calculate the power function, we need to find the probability of rejecting the null hypothesis for different values of θ.
1. H₁: θ = 0
In this case, the null hypothesis assumes θ = 0, and we want to test if the true value of θ is different from 0. The rejection region is R = [0.5, ∞).
The power function is defined as the probability of rejecting the null hypothesis when the alternative hypothesis is true. In this case, the alternative hypothesis is θ > 0.
To calculate the power function for H₁: θ = 0, we need to find the probability of rejecting the null hypothesis when θ > 0. Since the test statistic T = X₁, we reject the null hypothesis if T ≥ 0.5.
The probability of rejecting the null hypothesis can be calculated as the probability that X₁ ≥ 0.5, given that X₁ follows a Uniform(0, θ) distribution.
P(T ≥ 0.5 | θ) = 1 - P(T < 0.5 | θ) = 1 - P(X₁ < 0.5 | θ)
For a Uniform(0, θ) distribution, the probability density function (pdf) is given by:
f(x | θ) = 1 / θ if 0 ≤ x ≤ θ
0 otherwise
To calculate P(T ≥ 0.5 | θ), we integrate the pdf from 0.5 to θ:
P(T ≥ 0.5 | θ) = ∫[0.5, θ] f(x | θ) dx
= ∫[0.5, θ] (1 / θ) dx
= [x / θ] from 0.5 to θ
= (θ - 0.5) / θ
= 1 - 0.5 / θ
Therefore, the power function for H₁: θ = 0 is given by:
π(θ) = 1 - 0.5 / θ
2. H₁: θ > 0
In this case, the null hypothesis assumes θ = 0, and we want to test if the true value of θ is greater than 0. The rejection region is R = [0.5, ∞).
To calculate the power function for H₁: θ > 0, we need to find the probability of rejecting the null hypothesis when θ > 0. Since the test statistic T = X₁, we reject the null hypothesis if T ≥ 0.5.
The probability of rejecting the null hypothesis can be calculated as the probability that X₁ ≥ 0.5, given that X₁ follows a Uniform(0, θ) distribution.
P(T ≥ 0.5 | θ) = 1 - P(T < 0.5 | θ) = 1 - P(X₁ < 0.5 | θ)
Following the same steps as above, we find:
P(T ≥ 0.5 | θ) = 1 - 0.5
/ θ
Therefore, the power function for H₁: θ > 0 is also given by:
π(θ) = 1 - 0.5 / θ
Now let's plot the power functions for both hypothesis tests, assuming the rejection region R = [0.5, ∞).
import matplotlib.pyplot as plt
import numpy as np
theta = np.linspace(0.1, 5, 100) # Values of theta
power_H1_eq_0 = 1 - 0.5 / theta # Power function for H₁: θ = 0
power_H1_gt_0 = 1 - 0.5 / theta # Power function for H₁: θ > 0
# Plotting
plt.plot(theta, power_H1_eq_0, label='H₁: θ = 0')
plt.plot(theta, power_H1_gt_0, label='H₁: θ > 0')
plt.xlabel('θ')
plt.ylabel('Power')
plt.title('Power Functions')
plt.legend()
plt.show()
The plot will show the power functions for both hypothesis tests.
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The following book and fair values were available for Westmont Company as of March 1. Inventory Land Book Value Fair
The following book and fair values were available for Westmont Company as of March 1. Inventory Land Book Value Fair Value Book Value Fair Value $ 240,000 $ 310,000 $ 155,000 $ 225,000.
What is the adjustment that Westmont Company should make to record the land at fair value?To record the land at fair value, Westmont Company needs to make the following adjustment:Westmont Company is required to adjust the land account to reflect its fair value as of the balance sheet date. In this case, the land has a book value of $155,000, while its fair value is $225,000.
Therefore, the adjustment required to record the land at fair value is a credit to Land account of $70,000. This will increase the balance of the land account to $225,000 and increase the total assets of the company by the same amount.
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The productivity information for the Lethabo and Sons company for 2020 is shown in the table below.
Lethabo and Sons is a company that provides services to customers.
In 2020, the productivity of Lethabo and Sons was analyzed to evaluate the company's efficiency. The analysis of the productivity of Lethabo and Sons in 2020 is shown in the table below.
Task | Time Spent (Hours) | Quantity Produced | Productivity
A | 10 | 40 | 4
B | 16 | 32 | 2
C | 12 | 60 | 5
D | 8 | 24 | 3
E | 20 | 100 | 5
The above table shows that the productivity of Lethabo and Sons was not consistent throughout 2020.
For instance, Task E took the longest time to complete with 20 hours, and yet it only produced 100 items.
In contrast, Task A, which took 10 hours to complete, produced 40 items, making it more productive. Task B and D took less time, but they produced fewer items than Task A. Task C, on the other hand, was the most productive, as it produced 60 items in just 12 hours.
This shows that the company needs to focus on productivity and try to increase it by identifying the weaknesses and strengths of each task and coming up with ways to improve productivity.
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This is your fourth call on Ace Buyilding Supplies to motivate them to sell your home building supplies to local builders. Joe Newland, the buyer, has strongly indicated that he likes your product.
During your call, Joe confirms his liking for your product and attempts to end the interview by saying: "We'll be ready to do business with you in three months; right after this slow season ends. Stop by then, and we'll place an order with you."
Answer the following question:
Which one of the following steps would you take? Why?
Call back in three months to get the order as suggested.
Try to get a firm commitment or order now.
Telephone Joe in a month (rather than make a personal visit) and try to get the order.
The objective is to seize the current interest and work towards closing the sale promptly rather than relying on a future timeframe that may introduce uncertainties.
In this situation, the recommended step would be to try to get a firm commitment or order now. While Joe has expressed interest in the product and mentioned a potential order in three months, it is essential to capitalize on his current interest and secure the order as soon as possible.
Waiting for three months without taking any action could lead to potential risks, such as Joe changing his mind, finding an alternative supplier, or encountering unforeseen circumstances that may affect his buying decision. By trying to get a firm commitment or order now, you can solidify the sale and ensure that the opportunity is not lost.
A personal visit could be a more effective approach than a telephone call in this case. It allows for face-to-face interaction, which can help build rapport, address any concerns or objections, and potentially increase the chances of securing the order. However, if a personal visit is not feasible, a follow-up phone call in a month can still serve the purpose of reaffirming the interest and discussing the possibility of placing the order earlier.
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The risk-free rate is 1.28% and the market risk premium is 6.61%. A stock with a β of 1.41 just paid a dividend of $1.06. The dividend is expected to grow at 24.61% for three years and then grow at 4.51% forever. What is the value of the stock?
To calculate the value of the stock using the dividend discount model (DDM), we need to discount the expected future dividends by the required rate of return.
The DDM formula is as follows:
\[V₀= \frac{D₀\times (1 + g)}{(r - g)} + \frac{D₁{(1 + r)¹} + \frac{D₂{(1 + r)²} + \ldots + \frac{Dn{(1 + r)ⁿ}\]
Where:
\(V₀) = Present value of the stock
\(D₀) = Current dividend
\(g\) = Dividend growth rate
\(r\) = Required rate of return
\(D₁), \(D₂), \(\ldots\), \(Dn) = Expected future dividends
In this case, the current dividend (\(D₀)) is $1.06, the dividend growth rate for the first three years (\(g\)) is 24.61%, and the perpetual growth rate after three years is 4.51%. The risk-free rate (\(r\)) is 1.28%, and the market risk premium is 6.61%.
Let's calculate the value of the stock:
\[V₀= \frac{1.06 \times (1 + 0.2461)}{(0.0128 - 0.0461)} + \frac{1.06 \times (1 + 0.2461) \times (1 + 0.0461)}{(1 + 0.0128)²} + \frac{1.06 \times (1 + 0.2461) \times (1 + 0.0461)²}{(1 + 0.0128)³} + \ldots\]
Continuing this pattern indefinitely, with the last term representing the perpetual growth:
\[V₀= \frac{1.06 \times (1 + 0.2461)}{(0.0128 - 0.0461)} + \frac{1.06 \times (1 + 0.2461) \times (1 + 0.0461)}{(1 + 0.0128)²} + \frac{1.06 \times (1 + 0.2461) \times (1 + 0.0461)²}{(1 + 0.0128)³} + \ldots + \frac{1.06 \times (1 + 0.2461) \times (1 + 0.0461)³}{(0.0128 - 0.0451) \times (1 + 0.0128)³}\]
Using this formula, you can calculate the value of the stock by summing the present values of all the expected future dividends. Please note that this is an infinite sum, and you would need to use appropriate mathematical techniques to calculate the sum.
Unfortunately, without knowing the exact number of terms (n) or having an approximation method specified, it is not possible to provide a specific value for the stock in this case.
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You decided to purchase Renfrow Corp. stock five years ago. The stock has had annual returns of -5 percent, 6 percent, 14 percent, 6 percent, and 4 percent for the past five years, respectively. What is the standard deviation of returns for this stock? Multiple Choice: 7.34 percent 6.07 percent 6.37 percent 707 percent 6.78 percent
The standard deviation of returns for Renfrow Corp. stock is 6.78 percent.
To calculate the standard deviation of returns, we first need to find the average (mean) return of the stock over the five-year period. Summing up the annual returns and dividing by the number of years, we get (-5% + 6% + 14% + 6% + 4%) / 5 = 5%.
Next, we calculate the deviations of each annual return from the mean. The deviations are (-5% - 5%), (6% - 5%), (14% - 5%), (6% - 5%), and (4% - 5%). Squaring each deviation gives us 100, 1, 81, 1, and 1, respectively.
Taking the average of these squared deviations [(100 + 1 + 81 + 1 + 1) / 5], we get 36.8. Finally, we take the square root of this average to obtain the standard deviation, which is approximately 6.78 percent.
Therefore, the correct answer is 6.78 percent.
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Please review my draft and see if I'm properly addressing the
assignment.
Describe the system of interest, the airline
self-service check-in kiosk, the system's context, and the purpose
of the system
The draft seems to be on the right track in addressing the assignment by describing the system of interest, the airline self-service check-in kiosk, its context, and the purpose of the system. However, without the actual content of the draft, I can only provide general feedback based on the information provided.
To properly address the assignment, make sure to provide clear and concise descriptions of the following:
System of Interest: Provide an overview of the airline self-service check-in kiosk. Explain its purpose, components, and functionality. You can mention how it allows passengers to check-in for their flights without the need for assistance from airline staff.
System's Context: Describe the environment in which the self-service check-in kiosk operates. This includes the physical location of the kiosk within the airport terminal, its integration with other airport systems (such as baggage handling or boarding systems), and its interaction with passengers.
Purpose of the System: Highlight the main objectives and benefits of the self-service check-in kiosk. Discuss how it enhances the passenger experience by providing a convenient and efficient way to check-in, reducing wait times, and improving overall operational efficiency for the airline.
Ensure that your descriptions are clear, concise, and focused on the specific details related to the system of interest. It is also helpful to provide relevant examples or scenarios to illustrate the functioning and benefits of the self-service check-in kiosk.
Remember to review your draft for grammar, coherence, and structure to ensure that your points are effectively communicated.
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The paper gives a couple of examples on how companies utilize crowdsourcing. For each of the four crowd-sourcing forms, list TWO examples of how companies utilize crowd sourcing. You should include the name of the company and describe what they are doing using crowd-sourcing.
Crowdsourcing is the action of obtaining information, services, or input into a job or task from a large and undefined population of individuals, especially from the internet. Four types of crowdsourcing are considered: Crowd Wisdom, Crowd Creativity, Crowd Funding, and Crowd Labor.
In the business environment, crowd-sourcing is becoming increasingly important as it serves as a tool for discovering new ideas, understanding the market, and achieving objectives. Below are some examples of how companies utilize crowdsourcing:
Crowd Wisdom, Crowd Creativity, Crowd Funding, and Crowd Labor are becoming increasingly important in the business environment. Companies are using them to obtain innovative concepts, knowledge, and funds and assign work to a large and undefined population.
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A producer of pottery is considering the addition of a new plant to absorb the backlog of demand that now exists. The primary location being considered will have fixed costs of $8,400 per month and variable costs of $0.71 per unit produced. Each item is sold to retailers at a price that averages $1.15 a) The volume per month is required in order to break even = b) The profit or loss would be realized on a monthly volume of 61,000 units c) The volume is needed to obtain a profit of $16,000 per month = d) The volume is needed to provide revenue of $23,000 per month = (in whole number) (in whole number) (in whole number)
To break even, the pottery producer needs to sell 11,831 units per month. At a monthly volume of 61,000 units, the producer would make a profit of $20,350. To achieve a monthly profit of $16,000, the producer needs to sell 32,394 units. Finally, to generate revenue of $23,000 per month, the producer needs to sell 40,000 units.
a) To calculate the break-even volume, we need to consider the fixed costs and the variable costs per unit. The fixed costs are $8,400 per month, and the variable costs are $0.71 per unit. Let's denote the volume of units needed to break even as X. The total cost is given by fixed costs plus variable costs (X * $0.71). The revenue is equal to the selling price per unit (which averages $1.15) multiplied by the volume (X). So, we have the equation: X * $1.15 = $8,400 + X * $0.71. Solving this equation, we find X ≈ 11,831 units.
b) To calculate the profit or loss at a volume of 61,000 units, we use the same revenue and cost equations. The total cost is $8,400 + (61,000 * $0.71), and the revenue is 61,000 * $1.15. Subtracting the total cost from the revenue, we get a profit of $20,350.
c) To determine the volume needed for a monthly profit of $16,000, we set up the equation: X * $1.15 = $8,400 + X * $0.71 + $16,000. Solving for X, we find X ≈ 32,394 units.
d) To find the volume needed for a revenue of $23,000, we set up the equation: X * $1.15 = $23,000. Solving for X, we find X ≈ 40,000 units.
In summary, the pottery producer needs to sell approximately 11,831 units per month to break even. At a volume of 61,000 units, a profit of $20,350 would be realized. To achieve a monthly profit of $16,000, the producer needs to sell around 32,394 units. Finally, to generate revenue of $23,000 per month, the producer needs to sell approximately 40,000 units.
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Venture capitalists are:
intermediaries that raise funds from outside investors.
investors who take a hands-off approach to investment management.
generally interested in primarily long-term investments.
easily contacted and tend to assist with most requests received.
generally granted a maximum of 25 percent of a firm’s equit
Venture capitalists are intermediaries that raise funds from outside investors and invest in startup or early-stage companies.
Venture capitalists are intermediaries that raise funds from outside investors and invest in startup or early-stage companies. They are generally interested in primarily long-term investments and play an active role in the management and growth of the companies they invest in.
However, they do not necessarily take a hands-off approach to investment management. Venture capitalists are not easily contacted, and they tend to be selective in their investment decisions.
Furthermore, the maximum equity stake granted to venture capitalists in a firm can vary and is not necessarily limited to 25 percent.
In summary, venture capitalists are intermediaries that raise funds from outside investors and invest in startup or early-stage companies. They have a long-term investment focus and actively participate in the management and growth of the companies they invest in.
However, they are not easily accessible and tend to be selective in their investment decisions. The maximum equity stake granted to venture capitalists in a firm is not universally fixed at 25 percent and can vary depending on the specific circumstances and negotiations involved.
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The George Washington case highlights the difficulty in managing and
unifying a large group of people so that collective goals are achieved. This is one
definition of strategy. Given the hostile environment the colonists and General
Washington faced, it is a wonder that they were successful at all. Based on our
discussion of the internal and external environments in relation to the strategy-making
process, please do the following:
a. What type of organization, in accordance with Mintzberg’s framework,
does General Washington’s army represent? Why?
b. Using Porter’s 5-Forces model, discuss the Continental Army’s current
situation (please use Chapter 3 of Thompson et al. as a reference).
c. Discuss an example of a "wrong scoreboard" effect relative to the "The
Siege of Boston" and why it is important.
General Washington held the ultimate authority and made key strategic decisions, while officers and soldiers followed orders and carried out specific tasks.
a. According to Mintzberg's framework, General Washington's army can be classified as a "machine organization." This is because the army operated under a centralized command structure with a clear hierarchy and division of labor.
b. Using Porter's 5-Forces model, the Continental Army's current situation during the American Revolution can be analyzed as follows:
Threat of New Entrants: The British Army posed a significant threat as the established force, making it challenging for the Continental Army to compete.
Bargaining Power of Buyers: The Continental Army had limited bargaining power since they relied on support from the colonists and foreign allies, which was not always guaranteed.
Bargaining Power of Suppliers: The availability of resources and supplies for the Continental Army was a challenge due to limited domestic production capabilities and dependence on foreign aid.
Threat of Substitute Products or Services: The British Army had the advantage of being a well-established military force, making it difficult for the Continental Army to find viable substitutes in terms of resources and support.
Intensity of Competitive Rivalry: The rivalry between the Continental Army and the British Army was intense, with both sides competing for strategic advantages and control over territories.
c. The "wrong scoreboard" effect in the context of the "Siege of Boston" refers to situations where organizations focus on incorrect or misleading metrics to evaluate their performance. In the case of the Continental Army, the British were initially perceived as the primary enemy and the capture of Boston was a key objective
The "wrong scoreboard" effect was important because it required a shift in strategy and a different perspective on success. Rather than solely focusing on capturing Boston, the Continental Army needed to focus on exerting pressure on the British and strategically managing the situation.
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Other Government Departments (OGD’s)
Choose 1 OGD:
This information can be found on the CBSA website and you can use your notes for this assignment: tell me,
OGD Department,
Description in your own words of their mandate,
Border issues for this department,
Please no more than ½ page on this topic.
CFIA works collaboratively with the Canada Border Services Agency (CBSA) to enforce regulations and ensure that food, animal, and plant products entering Canada meet the necessary standards for health and safety.
OGD Department: Canadian Food Inspection Agency (CFIA)
Description of their mandate in my own words: The Canadian Food Inspection Agency (CFIA) is responsible for safeguarding food, animal, and plant health in Canada. Their mandate is to ensure that food products, agricultural commodities, and live animals imported into and produced within Canada meet the required standards for safety, quality, and integrity.
Border issues for this department: CFIA plays a crucial role in monitoring and regulating the movement of food products, animals, and plants across Canada's borders. They address various border issues related to import and export activities, including:
1. Food Safety: CFIA works to prevent the entry of unsafe or contaminated food products into Canada. They inspect and sample imported food shipments to ensure compliance with Canadian food safety standards.
2. Plant Protection: CFIA regulates the import and export of plant-based products to prevent the introduction and spread of plant pests and diseases. They conduct inspections, issue permits, and establish phytosanitary requirements for plant materials crossing the borders.
3. Animal Health: CFIA monitors the import and export of live animals, animal products, and by-products to protect Canadian livestock from the introduction of diseases. They implement quarantine measures, perform inspections, and enforce animal health regulations at the border.
4. Trade Compliance: CFIA ensures compliance with trade agreements and international standards for agricultural and food products. They verify that imported goods meet the required labeling, packaging, and composition standards.
Overall, Their efforts contribute to maintaining the integrity of Canada's food supply chain and protecting the country's agriculture and environment.
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The directors of Canada Corporation, whose ₱50 par value share capital is currently selling at ₱60 per share, have decided to issue a 10% share dividend. The corporation which has an authorization for 1,000,000 shares had issued 500,000 shares, of which 100,000 are now held as treasury. How many shares are outstanding after the share dividends were issued?
The directors of Canada Corporation, whose par value share capital is currently selling at per share, have decided to issue a 10% share dividend.
The corporation which has an authorization for shares had issued shares, of which are now held as treasury. Determine the number of outstanding shares after the share dividends were issued. Share capital or equity capital refers to the portion of a corporation's equity that has been acquired by the sale of shares to a shareholder or investors. Therefore, the number of outstanding shares after the share dividends were issued is 330,000 shares.
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An investment project has annual cash inflows of $5,600,$6,000,$6,800, and $8,100, and di discount rate of 14%. What is the discounted payback period for these cash flows if the initial cost is $7.950 ? (Do not round intermediate calculations. Round the final answer to 2 decimal places.) Discounted payback period years What is the discounted payback period for these cash flows if the initial cost is $11,395 ? (Do not round intermediate calculotions. Round the final answer to 2 decimal ploces.) Discounted payback period years What is the discounted payback period for these cash flows if the initial cost is $14.840 ? (Do not round intermediote colculations. Round the final onswer to 2 decimal places.) Discounted payback period years
Given data:Annual cash inflows = $5,600, $6,000, $6,800, and $8,100 Discount rate = 14%Initial cost 1. For initial cost = $7.950,Discounted Payback Period = 2 years & 10.31 months Working:Year 1 Cash inflow = $5,600 Discounted cash inflow = $4,912.28 ($5,600 / (1+0.14)^1)Year 2 Cash inflow = $6,000 Discounted cash inflow = $4,855.87 ($6,000 / (1+0.14)^2)Year 3 Cash inflow = $6,800 Discounted cash inflow = $4,966.74 ($6,800 / (1+0.14)^3)Year 4 Cash inflow = $8,100 Discounted cash inflow = $5,727.60 ($8,100 / (1+0.14)^4)Year 1 = $7,950 Year 2 = $7,950 - $4,912.28 = $3,037.72 Year 3 = $3,037.72 - $4,855.87 = $1,818.85 Year 4 = $1,818.85 - $4,966.74 = -$3,147.89 The third year provides a negative discounted cash flow; therefore, the payback period is between two and three years.
Discounted payback period is,Year 2 + (Year 3 cash flow/ Year 3 discounted cash flow)= 2 + ($1,818.85 / $4,966.74)= 2.3655 years≈ 2 years & 10.31 months.2. For initial cost = $11,395,Discounted Payback Period = 4 years & 1.68 months Working:Year 1 Cash inflow = $5,600 Discounted cash inflow = $4,912.28 ($5,600 / (1+0.14)^1)Year 2 Cash inflow = $6,000 Discounted cash inflow = $4,855.87 ($6,000 / (1+0.14)^2)Year 3 Cash inflow = $6,800 Discounted cash inflow = $4,966.74 ($6,800 / (1+0.14)^3)Year 4 Cash inflow = $8,100 Discounted cash inflow = $5,727.60 ($8,100 / (1+0.14)^4)Year 1 = $11,395 Year 2 = $11,395 - $4,912.28 = $6,482.72 Year 3 = $6,482.72 - $4,855.87 = $1,626.85 Year 4 = $1,626.85 - $4,966.74 = -$3,339.89 The third year provides a negative discounted cash flow; therefore, the payback period is between three and four years.
Discounted payback period is,Year 3 + (Year 4 cash flow/ Year 4 discounted cash flow)= 3 + ($3,339.89 / $5,727.60)= 3.584 months≈ 4 years & 1.68 months.3. For initial cost = $14.840,Discounted Payback Period = 4 years & 9.42 months Working:Year 1 Cash inflow = $5,600 Discounted cash inflow = $4,912.28 ($5,600 / (1+0.14)^1)Year 2 Cash inflow = $6,000 Discounted cash inflow = $4,855.87 ($6,000 / (1+0.14)^2)Year 3 Cash inflow = $6,800 Discounted cash inflow = $4,966.74 ($6,800 / (1+0.14)^3)Year 4 Cash inflow = $8,100 Discounted cash inflow = $5,727.60 ($8,100 / (1+0.14)^4)Year 1 = $14.840 Year 2 = $14.840 - $4,912.28 = $9,927.72 Year 3 = $9,927.72 - $4,855.87 = $5,071.85 Year 4 = $5,071.85 - $4,966.74 = $105.11
The fourth year provides a positive discounted cash flow; therefore, the payback period is four years and a fraction of the fifth year. Discounted payback period is,Year 4 + (Year 5 cash flow/ Year 5 discounted cash flow)= 4 + (Initial cost - Year 4 cash flow)/ Year 5 discounted cash flow= 4 + ($14,840 - $5,071.85)/$105.11= 4.3986 years≈ 4 years & 9.42 months.
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To calculate the discounted payback period for the given cash flows, we need to determine the point in time when the cumulative discounted cash inflows equal or exceed the initial cost.
The discounted cash inflows are calculated by applying the discount rate to each cash inflow.
Let's calculate the discounted payback period for each given initial cost:
Initial Cost: $7,950
Cash Inflows: $5,600, $6,000, $6,800, $8,100
Discount Rate: 14%
Discounted Cash Inflows:
Year 1: $5,600 / (1 + 0.14)^1 ≈ $4,912.28
Year 2: $6,000 / (1 + 0.14)^2 ≈ $4,485.77
Year 3: $6,800 / (1 + 0.14)^3 ≈ $4,252.99
Year 4: $8,100 / (1 + 0.14)^4 ≈ $4,233.95
Cumulative Discounted Cash Inflows:
Year 1: $4,912.28
Year 2: $4,912.28 + $4,485.77 ≈ $9,398.05
Year 3: $9,398.05 + $4,252.99 ≈ $13,651.04
Year 4: $13,651.04 + $4,233.95 ≈ $17,884.99
Since the cumulative discounted cash inflows exceed the initial cost of $7,950, the discounted payback period is 4 years.
Initial Cost: $11,395
Cash Inflows: $5,600, $6,000, $6,800, $8,100
Discount Rate: 14%
Discounted Cash Inflows (same as above):
Cumulative Discounted Cash Inflows:
Year 1: $4,912.28
Year 2: $9,398.05
Year 3: $13,651.04
Year 4: $17,884.99
Since the cumulative discounted cash inflows do not exceed the initial cost of $11,395, the discounted payback period is longer than 4 years.
Initial Cost: $14,840
Cash Inflows: $5,600, $6,000, $6,800, $8,100
Discount Rate: 14%
Discounted Cash Inflows (same as above):
Cumulative Discounted Cash Inflows:
Year 1: $4,912.28
Year 2: $9,398.05
Year 3: $13,651.04
Year 4: $17,884.99
Since the cumulative discounted cash inflows do not exceed the initial cost of $14,840, the discounted payback period is longer than 4 years.
Therefore, the answers to the given scenarios are as follows:
Discounted payback period for an initial cost of $7,950: 4 years
Discounted payback period for an initial cost of $11,395: Longer than 4 years
Discounted payback period for an initial cost of $14,840: Longer than 4 years
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Consider an annual coupon bond with a coupon rate of 7.2%, face value of $1,000, and 2 years to maturity. If its yield to maturity is 5.6%, what is its Macaulay Duration? Answer in years, rounded to three decimal places.
The Macaulay Duration of the bond is approximately 2.154 years.
In this case, the bond has a face value of $1,000, a coupon rate of 7.2% (or $72 per year), and 2 years to maturity. The yield to maturity is given as 5.6%.
To calculate the Macaulay Duration, we can follow these steps:
Calculate the present value of each cash flow using the yield to maturity of 5.6%: Year 1: PV = $72 / (1 + 0.056) = $68.18
Year 2: PV = ($72 + $1,000) / (1 + 0.056)^2 = $1,042.69
Multiply each present value by the respective time period:
Year 1: $68.18 * 1 = $68.18
Year 2: $1,042.69 * 2 = $2,085.38
Sum up the weighted present values:
$68.18 + $2,085.38 = $2,153.56
Divide the sum by the bond's current market price to get the Macaulay Duration:
Macaulay Duration = $2,153.56 / $1,000 = 2.15356 years (rounded to three decimal places)
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Twinkle Star Enterprises - has a share price today of $49.59. - As a matter of policy, the firm pays out 35.0% of its earnings each year as dividends and reinvests the remainin 65.0% into new projects. - It expects to generate annual earnings of $6.73 per share (i.e. at t=1 ). - New projects can expect to a return on new investment of 13.8% per annum. However, due to a changes in consumer tastes for its current product line, Twinkle Star Enterprises - will announce tomorrow a pay out policy of 68.0% of its earnings as dividends, - retaining now 32.0% for investment in new projects. - The return on investment on new projects will remain at 13.8% per annum for the foreseeable future. 1. What is the cost of equity prior to the change in dividend policy? The cost of equity for Twinkle Star Enterprises \% (Give your as a percentage to 4 decimal places) 2. What will be the share price after this announcement? Investors are not expecting the firm to change its payout policy. The share price for Twinkle Star Enterprises after this announcement will be \$ (Round your answer to the nearest cent)'
The cost of equity for Twinkle Star Enterprises prior to the change in dividend policy is 4.85%
To calculate the cost of equity prior to the change in dividend policy, we can use the dividend discount model (DDM) formula:
Cost of Equity = Dividends per Share / Share Price
Given that the firm pays out 35% of its earnings as dividends and expects to generate annual earnings of $6.73 per share, we can calculate the dividends per share as:
Dividends per Share = Earnings per Share * Payout Ratio
Dividends per Share = $6.73 * 0.35
Substituting the values into the formula, we have:
Cost of Equity = ($6.73 * 0.35) / $49.59
Calculating this, the cost of equity prior to the change in dividend policy is approximately 0.0485 or 4.85% (rounded to four decimal places).
The share price for Twinkle Star Enterprises after this announcement will be $78.15.
To calculate the share price after the announcement, we can use the Gordon Growth Model (also known as the dividend discount model) assuming a constant growth rate:
Share Price = Dividends per Share / (Cost of Equity - Growth Rate)
Given that the new payout policy is 68% and the remaining is retained for investment in new projects, the dividends per share can be calculated as:Dividends per Share = Earnings per Share * Payout Ratio
Dividends per Share = $6.73 * 0.68
Substituting the values into the formula, we have:Share Price = ($6.73 * 0.68) / (0.0485 - 0.138)
Calculating this, the share price after the announcement is approximately $78.15 (rounded to the nearest cent).
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How much money will be collected in the 25th year if 1 million rupiah is saved a year from now, 6 years and now 3 million rupiah is saved, and 10 years from now 5 million rupiah is saved. Use i=10%
The amount of money that will be collected in the 25th year is 18,734,561 rupiah.
This is calculated by compounding the savings amounts over their respective time periods at an interest rate of 10%. The future value formula is used to calculate the total amount. The savings amounts of 1 million, 3 million, and 5 million rupiah, saved at different time periods, are multiplied by the corresponding interest factors and then summed up to find the future value.
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A company is awaiting a court’s judgment on how much it must to pay in damages in a product liability case. It expects to have to pay annual damages to the plaintiffs for the next 20 years. It plans to buy enough Treasury bonds to cover the costs — the interest on the bonds will be used to cover the annual payments to the plaintiffs. It is not clear how big the damages will be, but it has been told by the judge that he will rule within 30 days. What is the best way to hedge this potential liability?
The best way to hedge this potential liability is to use duration matching with Treasury bonds.
Duration matching involves selecting Treasury bonds that have a duration equal to the expected duration of the liability. By matching the durations, the company can align the cash flows from the bond's interest payments with the annual payments it expects to make to the plaintiffs. This strategy helps mitigate the risk of interest rate fluctuations. Since the company is uncertain about the size of the damages, Treasury bonds are considered a suitable choice due to their low default risk. By investing in Treasury bonds, the company can ensure a steady stream of interest income to cover the annual payments, regardless of the final damages amount.It's important to note that professional financial advice should be sought to assess the specific circumstances and objectives of the company before implementing any hedging strategy.
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Henry Madison needs $212.800 in 10 years. Click here to view factor tables How much must he invest at the end of each year, at 10% interest, to meet his needs? (Round factor values to 5 decimal places, e.g. 1.25124 and final answers to 0 decimal places, e.g. 458,581.) Investment amount
Henry Madison must invest approximately $34,633 at the end of each year, at a 10% interest rate, to meet his needs
To determine the investment amount Henry Madison needs to make at the end of each year, we can use the present value of an ordinary annuity formula. The formula is: Investment Amount = Future Value / Present Value of an Ordinary Annuity Factor. Given that Henry Madison needs $212,800 in 10 years and the interest rate is 10%, we can refer to the factor tables to find the Present Value of an Ordinary Annuity Factor for 10 years at 10% interest. Looking up the factor, we find the value to be 6.14598.
Now we can calculate the investment amount:
Investment Amount = $212,800 / 6.14598 = $34,632.88 (rounded to the nearest whole dollar). Therefore, Henry Madison must invest approximately $34,633 at the end of each year, at a 10% interest rate, to meet his needs.
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Costs assigned to units of product under absorption costing include: a. fixed manufacturing
b. variable manufacturing
c. variable nonmanufacturing
d. fixed nonmanufacturing
Absorption costing is a method of costing whereby all manufacturing costs (both variable and fixed costs) are assigned to products. It is called absorption costing because it absorbs all manufacturing costs into the cost of a unit of product.
The costs assigned to units of product under absorption costing include:a. Fixed manufacturing cost: This includes the fixed costs incurred in the production process, such as rent, salaries, property taxes, and depreciation of equipment.b. Variable manufacturing cost: This includes the variable costs incurred in the production process, such as direct materials, direct labor, and indirect manufacturing costs such as electricity and maintenance.
Fixed nonmanufacturing cost: This includes the fixed costs incurred outside the production process, such as administrative salaries, rent, and utilities.Absorption costing helps companies determine the full cost of producing a product. It is often used for financial reporting purposes, as it provides a more accurate picture of the cost of goods sold and the value of inventory on hand.
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Calculate the gross and the probate estate.
401K = $460,000
Home - fee simple = $416,000
Cash = $6,000
investments = $160,000
life insurance= $40,000
The probate estate is $1,042,000.
To calculate the gross estate, we need to add up the values of all the assets included in the estate. The gross estate includes the following assets:
401K: $460,000
Home - fee simple: $416,000
Cash: $6,000
Investments: $160,000
Life insurance: $40,000
Gross estate = $460,000 + $416,000 + $6,000 + $160,000 + $40,000
Gross estate = $1,082,000
Therefore, the gross estate is $1,082,000.
To calculate the probate estate, we need to exclude any assets that pass directly to beneficiaries outside of probate. In this case, life insurance proceeds typically pass directly to the named beneficiaries and are not included in the probate estate.
Probate estate = Gross estate - Life insurance
Probate estate = $1,082,000 - $40,000
Probate estate = $1,042,000
Therefore, the probate estate is $1,042,000.
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LeMans Company produces speciaity papers at its Fox Run plant; At the beginning of June, the following information was supplied by its accountant: During June, direct labor cost was $137,500, direct materials purchases were $339,500, and the total overhead cost was $362,400. The inventories at the end of Jui? weret 2. Prepare a cost of goods sold schedule for June.
Cost of Goods Sold Schedule for June:
Direct labor cost: $137,500
Direct materials purchases: $339,500
Total overhead cost: $362,400
Total manufacturing cost:
= Direct labor cost + Direct materials purchases + Total overhead cost
[tex]= $137,500 + $339,500 + $362,400= $839,400[/tex]
Add opening inventory: $X
Subtract closing inventory: $Y
Cost of Goods Sold:
= Total manufacturing cost + Opening inventory - Closing inventory
= $839,400 + $X - $Y
To prepare the cost of goods sold schedule for June, we consider the direct labor cost ($137,500), direct materials purchases ($339,500), and total overhead cost ($362,400). The total manufacturing cost is calculated by summing up these three costs, resulting in $839,400. to determine the cost of goods sold, we need to consider the inventory levels. We add the opening inventory (represented as $X) and subtract the closing inventory (represented as $Y) from the total manufacturing cost. The resulting value is the cost of goods sold for the month of June.
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What problems arises due to the depreciation and capital gains in measuring profit. What are the methods of resolving the problem.
The depreciation and capital gains are used to calculate the net income of an organization. The use of depreciation for measuring profits is a widespread practice among businesses.
Depreciation is a non-cash expense that is deducted from the profit of a company that decreases the value of an asset over its useful life. The method of depreciating an asset allows businesses to calculate a reasonable and accurate value of the net profits.
However, there are issues that arise when measuring profit that is influenced by depreciation and capital gains. These issues include:
Problem due to depreciation:
The use of depreciation for measuring profits presents the following problems: is based on estimates. Therefore, the useful life of an asset may be over or underestimated, resulting in an inaccurate depreciation amount .There is a time lag in recording depreciation.
Depreciation does not appear on the income statement immediately; it takes several years before the depreciation amount can be calculated.
Problem due to capital gains:
The use of capital gains for measuring profits presents the following problems:
Capital gains occur when an asset is sold at a price higher than its initial cost. However, the sale of an asset is not always planned, and sometimes assets are sold due to necessity and not because of a gain.
Therefore, capital gains may not be realized as frequently as anticipated.Capital gains are based on the market value of an asset. Therefore, the price of an asset can be influenced by the market conditions and may not accurately represent the true value of the asset
.Methods to resolve the problem: To resolve the problems arising from the use of depreciation and capital gains, companies can use the following methods:
Using multiple methods: Companies can use multiple methods to calculate depreciation and capital gains, thus reducing the risk of errors.Using average useful life:Companies can use an average useful life to calculate depreciation, which can help to minimize the risks of over or underestimating the useful life of an asset. Recording depreciation immediately: Recording depreciation immediately, rather than waiting for several years, can help to provide a more accurate picture of a company's profitability.Using a historical cost: Companies can use the historical cost of an asset, which is the initial cost of the asset, rather than its current market value. This can help to provide a more accurate picture of a company's profitability.learn more about Depreciation
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What are the similarities and differences between Feed-in-Tariffs and Renewable Portfolio Standards? Give an example of a location where FIT is used and one where there is an RPS.
Renewable Portfolio Standards are used in the United States, where states establish their own targets for renewable energy. For instance, the state of California has set a target of generating 33% of its electricity from renewable sources by 2020, and 50% by 2030. Utilities that fail to achieve the target can be fined or face legal action.
Feed-in-Tariffs and Renewable Portfolio Standards are both used to incentivize renewable energy development. However, they differ in how they achieve this. The following are the similarities and differences between the two:SimilaritiesBoth policies have the same objective, which is to incentivize the adoption of renewable energy sources such as solar, wind, and hydro power. Feed-in-Tariffs and Renewable Portfolio Standards aim to increase the proportion of electricity generated from renewable sources and reduce reliance on fossil fuels. Renewable energy generation is rewarded by both policies and electricity consumers pay a higher rate for renewable energy than for fossil fuels. DifferencesThe mechanism of reward for renewable energy generation distinguishes the two policies. Under Feed-in-Tariffs, renewable energy producers are guaranteed a set price for every kilowatt-hour of electricity generated.
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Overstock.com executives had to reinstate earnings for a five-and-a-half-year period, dating back to 2003. Overstock incurred accounting mistakes during that period, which led to a $12.9 million reduction in revenue and a $10.3 million increase in cumulative net loss. CEO Patrick Byrne explained the $14.2 million third-quarter loss to investors this way: "My bad." This was all due to an overly aggressive CEO and a problematic Oracle ERP rollout that started back in 2005. Overstock had previously used a homegrown system and rushed the Oracle implementation project in order to get the new system live before the fourth quarter of 2005 and the busy shopping season. "Honestly, it didn’t have anything to do with Oracle per se, it was the implementation," Overstock stated. "We had consultants and we had help, but it was all driven by Overstock. We set the timelines." The problems with the rushed implementation manifested itself in strange ways. "Some things were going through okay and a lot weren’t," CEO Patrick Byrne said. "It was just spraying orders. Sometimes customers might not get a ship confirm. Sometimes the order might not flow through the system. Sometimes the order got misrouted." After the restatement and delivery of the third-quarter financials, The Motley Fool financial Web site named it as one of five stocks in a tailspin. As part of their accounting module upgrade they changed from recording refunds to customers in batches to recording them transaction by transaction. After the implementation, in the instance of some customer refunds, this reduction wasn’t happening, and Overstock didn’t "catch it." Overstock uses internal "reason codes" that show why various customers get refunds. Under the new system, not all reason codes were automatically recorded; some customer refunds required manual entry in the financial system. Unfortunately, Overstock missed some of the manual customer refunds and, as a result, did not record all that were occurring. Over time, this error built up and, on a cumulative basis, eventually became material. In addition, the company learned that the system failed to "reverse out" shipping revenue for cancelled orders, "and these $2.95 charges also added up over time. Overstock had been under-billing its fulfillment partners for certain costs related to product returns over the past two years, they weren’t recording some customer refunds and we weren’t recouping some costs from partners on some returns. The combined result was that the returns costs looked reasonable. One observer said problems like those cited by Overstock.com can happen on any ERP project without the proper care and planning." The ERP system will do what you design it to do, which is why we often say it’s very important to spend time on design and mapping. As you can see by these cases, not properly preparing and setting realistic time lines can lead to a disastrous implementation. It only takes one module to be corrupt to affect the entire organization. "Our 1st Commandment is ‘maintain a bulletproof balance sheet,’ but while the spirit is strong, the flesh made a mistake," Overstock.com CEO Patrick Byrne said in an October 24 letter to shareholders. "The short version is: when we upgraded our system, we didn’t hook up some of the accounting wiring; however, we thought we had manual fixes in place. We’ve since found that these manual fixes missed a few of the unhooked wires."
QUESTIONS;
a. Research the company and present important facts
b. Discuss the technologies used by the company
c. Relate that technology to what you have learned in Chapters 1 - 6
d. Present your groups observations for the future of the technology and any challenges you foresee
e.. Perspectives on competition and market of the company in the case study
Factors such as industry competition, market trends, and customer preferences would need to be analyzed to provide a comprehensive assessment.
However, I can provide some relevant information based on the given case study:
a. Important facts about Overstock.com:
Overstock.com is an online retailer based in the United States.
The company experienced accounting mistakes and had to reinstate earnings for a five-and-a-half-year period.
The implementation of an Oracle ERP system in 2005 led to problems and errors in various processes, such as order processing, refunds, and cost recouping.The mistakes resulted in a reduction in revenue and an increase in cumulative net loss.
b. Technologies used by the company:
Overstock.com implemented an Oracle ERP system to replace its previous homegrown system.
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what is the ARC (midpoint) formula?
In geometry, the midpoint formula is used to locate the center point between two endpoints. It is widely used to calculate the center point between two endpoints of a line segment.
The midpoint formula is used to calculate the coordinates of the center point between two endpoints of a line segment. This formula is commonly used in geometry, and it helps to find the midpoint of a line segment by providing the coordinates of two endpoints of the line segment.
The midpoint formula is used to calculate the coordinates of a point that is located exactly halfway between two given points.
The formula to calculate the midpoint of a line segment with endpoints (x1, y1) and (x2, y2) is given as follows:
Midpoint formula:
( (x1 + x2)/2 ,(y1 + y2)/2 )
The midpoint formula can be used to solve a variety of problems, such as finding the center point between two cities, finding the midpoint of a line segment, or determining the center point of a circle. It is an essential tool for students who are studying geometry or any field that involves working with points and lines.
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You want to create a portfolio with two stocks (Coke and Wal- Mart) and a Risk-Free Asset (T-Bills). The Beta of Coke is 1.50 and you want your portfolio to be as risky as the market portfolio. If you invest 25% in Coke, 35% in Wal-Mart, and the remaining in the Risk-Free Asset, what should be the Beta of Wal-Mart to achieve your desired portfolio? 0.59 1.79 1.09 0.93 1.51
To achieve a portfolio as risky as the market portfolio, the Beta of Wal-Mart should be 1.79.
To achieve a portfolio with the same risk as the market portfolio, the weighted average of the individual stock betas should be equal to the market beta, which is generally considered to be 1.
Let's calculate the required beta for Wal-Mart:
Beta of Coke = 1.50
Weight of Coke = 25%
Weight of Wal-Mart = 35%
To maintain the same risk level as the market, the weighted average beta should be 1.
Using the formula for weighted average beta:
(Weight of Coke * Beta of Coke) + (Weight of Wal-Mart * Beta of Wal-Mart) = Target Beta
(0.25 * 1.50) + (0.35 * Beta of Wal-Mart) = 1
0.375 + (0.35 * Beta of Wal-Mart) = 1
0.35 * Beta of Wal-Mart = 1 - 0.375 = 1.79
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Suppose C$ is expected to appreciate from $.65 to $.67 in 30 days. To profit from this, you want to borrow $1M from your bank, convert it to C, and lend it at 5.5% for one month. Then, you convert C$ back to US\$ and pay the US\$ loan with interest (6.1\%). Answer the following questions. 1. Convert $1M to C. Show it to the nearest whole number (no decimals). 2. Then you lend C$ at 5.5% for one month. How much is your ending balance in C$ (nearest whole number, no decimal)? 3. Convert C$ to US\$. How much is it (nearest whole number)? 4. How much is your loan payment with interest (6.1\%) in US\$ (nearest whole number)? How much is your speculation profit after making the above loan payment w/ interest (nearest whole number)? Suppose the interest rate in the euro zone is 0.6% for the coming month, while it is 1%-in UK. The exchange rate for euro and British pound is $1.1 and $1.2, respectively. To derive profit, you plan to borrow one million euro, convert it to British pound, lent it at 1% for one month, and then convert it to euro. Answer the following. 1. Convert one million euro to British pound (nearest whole number). 2. Lend it at 1% for one month. How much is vour balance in British pound (nearest whole number)? 3. Convert the ending balance in British pound to euro. How much is it in euro (nearest whole number). 4. How much is your loan payment in euro (nearest whole number)? 5. How much is your carry trade profit in euro and in US\$, respectively?
To solve this problem, we'll follow the given steps and perform the necessary calculations.
Part 1: Currency Conversion and Loan in CAD/USD
Convert $1M to C$:
Given: $1M
Conversion Rate: $1 = C$0.65
Amount in C$: $1,000,000 * 0.65 = C$650,000 (nearest whole number)
Lend C$ at 5.5% for one month:
Principal Amount: C$650,000
Interest Rate: 5.5% per annum
Time: 1 month (or 1/12 year)
Interest Earned: C$650,000 * (5.5/100) * (1/12) = C$2,387.50 (nearest whole number)
Ending Balance: C$650,000 + C$2,387.50 = C$652,387.50 (nearest whole number)
Convert C$ to US$:
Conversion Rate: $1 = C$0.67
Amount in US$: C$652,387.50 * (1/0.67) = $973,932.84 (nearest whole number)
Loan Payment with Interest (6.1%) in US$:
Loan Amount: $1M
Interest Rate: 6.1% per annum
Time: 1 month (or 1/12 year)
Interest Payment: $1,000,000 * (6.1/100) * (1/12) = $5,083.33 (nearest whole number)
Total Payment: $1,000,000 + $5,083.33 = $1,005,083.33 (nearest whole number)
Speculation Profit:
Profit = Ending Balance - Total Payment
Speculation Profit = $973,932.84 - $1,005,083.33 = -$31,150.49 (nearest whole number)
Part 2: Carry Trade Profit in Euro and US$
Convert €1M to British Pound:
Given: €1M
Conversion Rate: €1 = £1.1
Amount in British Pound: €1,000,000 * 1.1 = £1,100,000 (nearest whole number)
Lend British Pound at 1% for one month:
Principal Amount: £1,100,000
Interest Rate: 1% per annum
Time: 1 month (or 1/12 year)
Interest Earned: £1,100,000 * (1/100) * (1/12) = £916.67 (nearest whole number)
Ending Balance: £1,100,000 + £916.67 = £1,100,916.67 (nearest whole number)
Convert Ending Balance in British Pound to Euro:
Conversion Rate: £1 = €1.2
Amount in Euro: £1,100,916.67 * (1/1.2) = €917,430.56 (nearest whole number)
Loan Payment in Euro:
Loan Amount: €1M
Loan Payment: €1,000,000
Carry Trade Profit:
Profit = Ending Balance - Loan Payment
Carry Trade Profit in Euro = €917,430.56 - €1,000,000 = -€82,569.44 (nearest whole number)
Convert Carry Trade Profit to US$:
Conversion Rate: €1 = $1.2 (given)
Carry Trade Profit in US$ = -€82
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