the data below shows the number of text messages received by a group of 25 students in a day. 10, 8, 13, 14, 15, 14, 15, 14, 13, 12, 12, 14, 11, 14, 13, 14, 15, 16, 13, 16, 15, 16, 15, 14, 11 which dot plot represents the data?

Answers

Answer 1

Based on the provided data, the dot plot that represents the number of text messages received by a group of 25 students in a day would show dots arranged vertically along a number line corresponding to the frequency of each value.

The number line would start from 8 and extend to 16, with dots placed above the appropriate value on the number line to represent its frequency.

To create the dot plot, we count the frequency of each value and place a dot above that value on the number line. Looking at the data, we can observe that the values range from 8 to 16. The frequency of each value is as follows: 8 (1), 10 (2), 11 (2), 12 (2), 13 (4), 14 (6), 15 (5), and 16 (3).

On the basis of the given data, the dot plot would have dots arranged vertically above the values on the number line:

1 dot above 8

2 dots above 10

2 dots above 11

2 dots above 12

4 dots above 13

6 dots above 14

5 dots above 15    and

3 dots above 16

This arrangement accurately represents the frequency distribution of the given data.

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Related Questions

A pie has a diameter of 9 inches. Each slice of the


pie has a central angle of 45°. What is the area of


each slice of pie?

Answers

The area of each slice of the pie is approximately 7.948 square inches.

The diameter of the pie is given as 9 inches, and we know that the diameter is twice the radius (diameter = 2 × radius). So, we can calculate the radius by dividing the diameter by 2:

Radius = Diameter / 2 = 9 inches / 2 = 4.5 inches

Now, to find the area of each slice of pie, we can use the formula for the area of a sector:

Area of a sector = (θ/360°)×π × r²

Where: θ = Central angle of the sector

π = Pi, approximately 3.14159

r = Radius of the pie

In this case, the central angle is given as 45°, and the radius is 4.5 inches. Plugging these values into the formula, we get:

Area of each slice of pie = (45°/360°) × 3.14159 × (4.5 inches)²

Area of each slice of pie = (45/360) × 3.14159 × (4.5)²

Area of each slice of pie ≈ 0.125 × 3.14 × 20.25

Area of each slice of pie ≈ 0.3927 × 20.25

Area of each slice of pie ≈ 7.948 square inches

Therefore, the area of each slice of the pie is approximately 7.948 square inches.

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Suppose consumption is $10,000 when income is $9,000 and the marginal propensity to save equals 0.2. When income increases to $9,500, consumption will be:

Answers

To determine the consumption when income increases from $9,000 to $9,500, we can use the concept of the marginal propensity to consume (MPC).

The MPC represents the proportion of each additional dollar of income that is consumed. The marginal propensity to save (MPS) is the complement of the MPC, representing the proportion of each additional dollar of income that is saved.

Given that the MPC is 1 - MPS and the MPS is 0.2, we can calculate the MPC as follows:

MPC = 1 - MPS

MPC = 1 - 0.2

MPC = 0.8

Now, let's calculate the increase in consumption due to the increase in income:

Increase in income = $9,500 - $9,000 = $500

Increase in consumption = MPC * Increase in income

Increase in consumption = 0.8 * $500

Increase in consumption = $400

Finally, to find the new consumption level when income increases to $9,500, we add the increase in consumption to the initial consumption level:

New consumption = Initial consumption + Increase in consumption

New consumption = $10,000 + $400

New consumption = $10,400

Therefore, when income increases to $9,500, the consumption will be $10,400.

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A rectangle topped by a triangle. The rectangle has length 5 centimeters and width 2 centimeters. The triangle has side lengths 5 centimeters, 3 centimeters, and 2 centimeters. What is the perimeter of the figure shown above? a. 10 cm c. 15 cm b. 20 cm d. 19 cm Please select the best answer from the choices provided A B C D

Answers

Answer:

To find the perimeter, we need to add up the lengths of all the sides. The rectangle has two sides with length 5 cm and two sides with length 2 cm, so its perimeter is 2(5 cm) + 2(2 cm) = 14 cm. The triangle has side lengths of 5 cm, 3 cm, and 2 cm, so its perimeter is 5 cm + 3 cm + 2 cm = 10 cm.

To find the total perimeter of the figure, we add the perimeter of the rectangle and the perimeter of the triangle:

Perimeter = Rectangle Perimeter + Triangle Perimeter

Perimeter = 14 cm + 10 cm

Perimeter = 19 cm

Therefore, the answer is d. 19 cm.

Slot machines give the user a bit of excitement while playing and the false hope or gambler's fallacy that the player will win. Think of your cell phone as a slot machine and why you check it so many times, if you do. The people who design applications know how to get you hooked to engaging or spending time on their app. This means you are making them money and ignoring people in your physical proximity. It is not kind. Also, you may get a text from someone you like that has good news, so you look at texts too and the returning to look is the same excitement the grandma on the Las Vegas slot machine has. It doesn't take much for these possibilities of rewards to then turn in to habits of checking your phone. What option below is an example of Gambler's Fallacy?A. People are being tricked to be on apps instead of being kind and attentive to people in their physical proximity.

B. The slot machine didn't give me a winning amount for over an hours so chances now are going to be that I hit jackpot soon.

C. No answer text provided.

D. Grandma's always win on the slot machines.

Answers

The answer to the question is option B: "The slot machine didn't give me a winning amount for over an hour, so chances now are going to be that I hit the jackpot soon."

The first paragraph explains how slot machines and cell phones can create a sense of excitement and false hope, leading to addictive behaviors. It highlights the manipulation by app designers and the negative impact on interpersonal relationships. The second paragraph asks for an example of the Gambler's Fallacy.

The answer to the question is option B: "The slot machine didn't give me a winning amount for over an hour, so chances now are going to be that I hit the jackpot soon." This statement reflects the Gambler's Fallacy, which is the belief that previous outcomes will influence future outcomes in a game of chance. In this case, the person assumes that because they haven't won for a while, their chances of hitting the jackpot have increased. However, each spin of the slot machine is independent and has no connection to previous outcomes. The Gambler's Fallacy is a common misconception that can lead to risky and irrational behavior in gambling situations.

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You bought a $500 stereo on an installment plan and made two payments of $75 each during the year. On your income and expense statement for the year, you will show an expense of:

Answers

Depending on the accounting method used, the expense shown on the income and expense statement for the year would either be $150 or $500.

When purchasing a $500 stereo on an installment plan, the expense recorded on the income and expense statement for the year will depend on the accounting method used.

1. Cash Basis Accounting:

Under cash premise bookkeeping, costs are recorded when money is paid. In this case, since you made two payments of $75 each during the year, the expense recorded would be the total amount of cash paid, which is $75 x 2 = $150.

2. Accrual Basis Accounting:

Under accrual basis accounting, expenses are recorded when they are incurred, regardless of when the cash is paid. In this case, the expense recorded would be the total cost of the stereo, which is $500. The payments made during the year would be recorded as a reduction in the accounts payable liability associated with the stereo purchase.

Therefore, depending on the accounting method used, the expense shown on the income and expense statement for the year would either be $150 (cash basis accounting) or $500 (accrual basis accounting). It's important to note that the chosen accounting method should align with the accounting principles and regulations applicable to your situation.

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Chelsea is a highway safety engineer with the state of North Carolina.

One formula used by highway safety engineers relates speed, s, in miles per hour to minimum stopping distance, d, in feet with the rule d= 0.05s^2 + 1. 1s.

Answers

The formula you provided relates the speed (s) in miles per hour to the minimum stopping distance (d) in feet. The formula is given as:

d = 0.05s^2 + 1.1s

In this formula, the minimum stopping distance (d) is calculated based on the square of the speed (s) multiplied by 0.05, and the speed itself (s) multiplied by 1.1.

As a highway safety engineer, Chelsea can use this formula to estimate the minimum stopping distance required for vehicles traveling at different speeds. By plugging in the value of the speed into the formula, she can calculate the corresponding minimum stopping distance.

For example, if the speed (s) is 60 miles per hour, we can calculate the minimum stopping distance (d) using the formula:

d = 0.05 * (60)^2 + 1.1 * 60

Simplifying the equation:

d = 0.05 * 3600 + 66

d = 180 + 66

d = 246 feet

Therefore, if the speed is 60 miles per hour, the minimum stopping distance required is 246 feet.

In the figure below, m<1=2x° and m<2= (x+33)°.

Answers

The measures of the angles are m∠1 = 98° and m∠2 = 82°.

Given,

m∠1 = 2x°

m∠2 = (x + 33)°

We need to find the measure of these angles.

What is a straight line angle?

The straight line angle is 180 degrees.

If the angle is split the sum must be equal to 180 degrees.

We have,

m∠1 = 2x°m∠2 = (x + 33)°

The figure is at a straight-line angle.

So we have,

[tex]\sf m\angle 1 + m\angle2 = 180^\circ[/tex]

[tex]\sf 2x^\circ + (x + 33)^\circ = 180[/tex]

[tex]\sf 2x + x + 33 = 180[/tex]

[tex]\sf 3x + 33 = 180[/tex]

[tex]\sf 3x = 180 - 33[/tex]

[tex]\sf 3x = 147[/tex]

[tex]\sf x = \dfrac{147}{3}[/tex]

[tex]\sf x = 49[/tex]

Now,

[tex]\sf - m\angle1[/tex]

[tex]\sf = 2x[/tex]

[tex]\sf = 2 \times 49[/tex]

[tex]\sf = 98[/tex]

[tex]\sf - m\angle2[/tex]

[tex]\sf = x + 49[/tex]

[tex]\sf = 33 + 49[/tex]

[tex]\sf = 82[/tex]

Thus the measures of the angles are m∠1 = 98° and m∠2 = 82°.

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If 45 out of 1,000 babies are born with a particular dominant trait, what is the frequency of the recessive allele

Answers

Answer:

0.976 or 97.6%

Step-by-step explanation:

To calculate the frequency of the recessive allele, we need to use the information provided about the frequency of the dominant trait.

Let's assume that the particular dominant trait is determined by a single gene with two alleles: the dominant allele (A) and the recessive allele (a).

Given that 45 out of 1,000 babies are born with the dominant trait, we can infer that the remaining babies (1,000 - 45 = 955) do not have the dominant trait and can be considered as the recessive trait carriers.

The frequency of the recessive allele (q) can be calculated using the Hardy-Weinberg equation:

q = sqrt((Recessive individuals) / (Total individuals))

In this case, the total number of individuals is 1,000, and the number of recessive individuals is 955.

q = sqrt(955 / 1,000)

Using a calculator, we can find the value:

q ≈ 0.976

Therefore, the frequency of the recessive allele is approximately 0.976 or 97.6%.

The schedule showing how monthly mortgage payments are split into principal and interest is called a(n) Group of answer choices amortization schedule balloon payment schedule graduated payment schedule securitization schedule

Answers

An amortization schedule is a detailed table that shows the breakdown of each monthly mortgage payment into principal and interest portions over the life of a loan. The schedule that outlines the allocation of monthly mortgage payments into principal and interest is known as an amortization schedule.

An amortization schedule is a detailed table that shows the breakdown of each monthly mortgage payment into principal and interest portions over the life of a loan. It provides a clear picture of how the borrower's payments contribute towards reducing the loan balance (principal) and covering the cost of borrowing (interest).

The amortization schedule typically includes information such as the payment number, payment date, total payment amount, principal payment amount, interest payment amount, and the remaining loan balance after each payment. It allows borrowers to track the progress of their loan repayment, understand how much of their payment is going towards reducing the principal debt, and how much is being allocated to interest charges.

By consulting the amortization schedule, borrowers can gain insights into the gradual reduction of their loan balance over time and the increasing portion of their payments going towards principal repayment. It is a valuable tool for understanding the financial implications of a mortgage and planning for future payments.

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The social media marketing team for a new car is shooting pictures and videos for its campaign. In which stage of development is this social media marketing campaign

Answers

The social media marketing campaign for the new car is currently in the content creation stage, where the marketing team is shooting pictures and videos for the campaign.

The development of a social media marketing campaign typically involves several stages, including planning, content creation, implementation, and evaluation. In this case, since the marketing team is shooting pictures and videos for the campaign, it indicates that the campaign is in the content creation stage.

During the content creation stage, the marketing team focuses on creating compelling and engaging content that aligns with the campaign's goals and target audience. This stage involves activities such as photoshoots, video production, graphic design, and copywriting. The team aims to capture visually appealing and persuasive content that effectively promotes the new car and generates interest among potential customers.

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2.2 In each of the following equations, solve for 8 where 0° 8≤ 90°. Give your answers correct to TWO decimal places. 2.2.1 tan 0 = 2,22. 2.2.2 8 cos(0 +10°) = 5 2.2.3 7 sec 0 -11 = 0 ​

Answers

The solutions to the trigonometric equations are

2.2.1 θ = 26.57

2.2.2 θ = 68.46

22.3 θ = Undefined

How to determine the solutions to the equations

Given that

2.2.1 tan θ = 1/2

Take the arc tan of both sides

So, we have

θ = tan⁻¹(1/2)

Divide 1 by 2

So, we have

θ = tan⁻¹(0.5)

Evaluate

θ = 26.57

Next, we have

2.2.2. cos(θ +10) = 1/5

Take the arc cos of both sides

So, we have

θ + 10 = cos⁻¹(1/5)

Divide 1 by 5

So, we have

θ + 10 = cos⁻¹(0.2)

Evaluate

θ = 78.46 - 10

So, we have

θ = 68.46

Lastly, we have

2.2.3 7sec(θ -11) = 0 ​

Divide both sides by 7

sec(θ -11) = 0 ​

Rewrite as

1/cos(θ - 11) = 0

So, we have

1 = 0 --- This is false

Hence, 7sec(θ -11) = 0 ​is undefined

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Question

In each of the following equations, solve for θ where 0° ≤ θ ≤ 90°. Give your answers correct to TWO decimal places.

2.2.1 tan θ = 1/2

2.2.2. cos(θ +10) = 1/5

2.2.3 7sec(θ -11) = 0 ​

PL HELP MEEEE WILL MAKE BRAINLIEST

Answers

Answer:

JKL is similar to MNO

Step-by-step explanation:

JK=26

MN=x

MO=58

andJL=19

therefore JK/MN=MO/JL

=26/x=58/19

=26×19=58x

=494=58x

=x=494/58

=x=9.3

Bonds that do not have any assets of the issuer pledged as collateral, sometimes named junk bonds, are known as: Select one: a. Secured bonds b. Callable bonds c. Convertible bonds d. Unsecured bonds

Answers

Bonds that do not have any assets of the issuer pledged as collateral and are often referred to as junk bonds are known as unsecured bonds.

Unsecured bonds, also known as non-collateralized bonds or debentures, are debt securities issued by companies or governments that do not have any specific assets pledged as collateral. These bonds rely solely on the creditworthiness and reputation of the issuer for repayment. They are considered riskier investments compared to secured bonds because in the event of default, there are no specific assets backing the bondholders' claims.

The term "junk bonds" is often used to describe high-yield bonds that carry a higher risk of default. These bonds are typically issued by companies with below-price-grade credit ratings. The term "junk" refers to the perceived low quality or higher risk associated with these bonds.

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what is 45/9 as a whole number

Answers

Answer:

5

Step-by-step explanation:

45/9 equals 5 so the whole number would be 5

Let X and Y be uniform random variables with range [0, 1]. Assume that X and Y are independent. Determine the probability density function (PDF) fz of the random variable Z = X+ Y. Make sure to cornpletely specify this function. Explain

Answers

the probability density function (PDF) of Z = X + Y is given by: fZ(z) = z, for 0 ≤ z ≤ 1 = 0, otherwise. This means that Z has a triangular distribution with a PDF that linearly increases from 0 to 1 over the range [0, 1], and then remains 0 outside that range.

What is probability density function?

A probability density function (PDF) is a mathematical function that describes the probability distribution of a continuous random variable. It is used to define the likelihood of a random variable taking on a specific value or falling within a certain range of values.

To determine the probability density function (PDF) of the random variable Z = X + Y, where X and Y are independent uniform random variables with range [0, 1], we can use the convolution of the PDFs of X and Y.

First, let's recall the PDF of a uniform random variable. A uniform random variable U with range [a, b] has a constant PDF given by:

fU(u) = 1 / (b - a), for a ≤ u ≤ b

= 0, otherwise

In this case, for X and Y with range [0, 1], the PDFs are:

fX(x) = 1, for 0 ≤ x ≤ 1

= 0, otherwise

fY(y) = 1, for 0 ≤ y ≤ 1

= 0, otherwise

Now, let's find the PDF fz of Z = X + Y by convolution:

fZ(z) = ∫ fX(x) * fY(z - x) dx

Since X and Y are independent, fY(z - x) = fY(z) since the range of Y is [0, 1].

fZ(z) = ∫ fX(x) * fY(z) dx

As the PDFs of X and Y are both 1 in the range [0, 1], the integral becomes:

fZ(z) = ∫ 1 * 1 dz

Since the integration bounds are not dependent on z, the integral evaluates to:

fZ(z) = ∫ 1 dz = z

Therefore, the probability density function (PDF) of Z = X + Y is given by:

fZ(z) = z, for 0 ≤ z ≤ 1

= 0, otherwise

This means that Z has a triangular distribution with a PDF that linearly increases from 0 to 1 over the range [0, 1], and then remains 0 outside that range.

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What two categories account for more than half of the federal budget and make it difficult for the government to change spending levels significantly

Answers

Answer: mandatory and discretionary.

The snack bar at the hockey arena has 16 snacks to choose from. How many ways can you choose 4 different snacks?

Answers

Answer:

1820 different ways

Step-by-step explanation:

To calculate the number of ways you can choose 4 different snacks out of 16 available snacks, we can use the concept of combinations.

The number of ways to choose r items out of n items, without considering the order, is given by the binomial coefficient formula:

C(n, r) = n! / (r! * (n - r)!)

where n! denotes the factorial of n.

In this case, we have 16 snacks to choose from (n = 16), and we want to choose 4 different snacks (r = 4). Using the formula, we can calculate the number of ways:

C(16, 4) = 16! / (4! * (16 - 4)!)

C(16, 4) = 16! / (4! * 12!)

C(16, 4) = (16 * 15 * 14 * 13) / (4 * 3 * 2 * 1)

C(16, 4) = 43680 / 24

C(16, 4) = 1820

Therefore, there are 1820 different ways you can choose 4 snacks out of the 16 available snacks at the hockey arena snack bar.

Patricia checks her watch frequently, yet she cannot recall if the numbers are Arabic or Roman. This can be attributed to a failure in: Group of answer choices encoding storage retrieval iconic memory

Answers

This can be attributed to a failure in encoding.

Encoding is the process of transforming sensory information into a form that can be stored and retrieved later. It involves the initial perception and interpretation of information.

In this case, Patricia is unable to encode or accurately interpret the numbers on her watch, whether they are Arabic or Roman numerals. As a result, she experiences difficulty in retaining and recalling this information from her memory.

The failure in encoding can lead to difficulties in storing and retrieving the information correctly. If Patricia cannot encode the information accurately, it will not be stored in her memory in a way that allows her to retrieve and recall it later. This can result in confusion and uncertainty when trying to remember whether the numbers on her watch are Arabic or Roman numerals.

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Consider a hypothetical planet where the gravitational acceleration at the surface is found to be 15.3 m/s2. Calculate the gravitational acceleration at an altitude equal to the planet's diameter.

Answers

By considering the planet's diameter as the distance from its center, we can determine the gravitational acceleration at that altitude. At an altitude equal to the planet's diameter, the gravitational acceleration would be 3.825 m/s² on this hypothetical planet.

The inverse square law of gravity states that the gravitational force decreases as the square of the distance from the center of mass increases.

Since the diameter of the planet is equal to twice the radius, the altitude equal to the planet's diameter is equivalent to being at a distance twice the radius away from the center of mass.

Let's denote the planet's surface gravitational acceleration as "g" and the radius as "R".

Using the inverse square law, we can calculate the gravitational acceleration at an altitude equal to the planet's diameter as follows:

g_altitude = g * (R / (2R))²

= g * (1/4)

= g/4

= 15.3 m/s² / 4

= 3.825 m/s²

Therefore, at an altitude equal to the planet's diameter, the gravitational acceleration would be 3.825 m/s² on this hypothetical planet.

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These containers
are similar.
Find w.
80!
20
11
IN

Answers

Answer:

w = 44

_______________

Similar shapes have same ratio of corresponding sides.

Compare ratios and find the missing value:

80/20 = w/114 = w/11w = 11*4w = 44

The value of w is 44.

in what interval is the graph of y = 1.5^x increasing?

Answers

As an exponential function with the base greater than 1, it increases in its whole domain which is [tex]\mathbb{R}[/tex].

What percent of the zones shall be tested at the outlet most remote from the source to verify the piping particulate test

Answers

The specific percentage of zones to be tested can range from 10% to 100%, depending on various factors. Higher percentages are typically recommended for critical systems or when stricter quality control is required.

To determine the percentage of zones that should be tested at the outlet most remote from the source, several factors need to be considered, such as the size of the system, the level of confidence desired, and any relevant industry standards or guidelines.

Typically, a common approach is to select a representative sample of zones that are distributed throughout the system. This sample should include zones that are farthest from the source to ensure comprehensive testing. The number of zones to be tested will depend on the size of the system and the level of confidence desired.

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A solution of quinine fluoresces with an intensity of 3.7 units. When the concentration of quinine is increased by 4.0 mg/L it fluoresces with 6.5 units. (a) What is the concentration of quinine in mg/L

Answers

The concentration of quinine in mg/L can be determined by calculating the difference in fluorescence intensity and using the given information. In this case, the concentration of quinine is approximately 6.5 mg/L.

The relationship between the concentration of quinine and its fluorescence intensity can be described using a linear equation. By comparing the fluorescence intensities at two different concentrations, we can determine the concentration of quinine in mg/L.

The change in fluorescence intensity is given by:

ΔI = I2 - I1

In this case, ΔI = 6.5 units - 3.7 units = 2.8 units.

ΔI = mΔC

where m is the slope of the line, representing the change in intensity per unit change in concentration.

Rearranging the equation, we have:

m = ΔI / ΔC

Substituting the values, we get:

m = 2.8 units / 4.0 mg/L

m ≈ 0.7 units/mg/L

Now, we can find the concentration of quinine by rearranging the linear equation:

ΔC = ΔI / m

ΔC = 2.8 units / 0.7 units/mg/L

ΔC ≈ 4.0 mg/L

Therefore, the concentration of quinine in mg/L is approximately 6.5 mg/L.

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A shop sells apple juice and grapefruit juice.
The apple juice has 1.98 g of sugar in every 40 ml.
The grapefruit juice has 9 g of sugar in every 100 ml.
Use this information to complete the sentence below, giving your answer to the
nearest 1%.
The apple juice has
more sugar per ml than the grapefruit juice

Answers

The apple juice has 45 percentage more sugar per ml than the grapefruit juice

Given data

To compare the sugar content per ml between apple juice and grapefruit juice, we need to calculate the sugar content for both juices per ml.

For apple juice:

Sugar content per ml = (1.98 g / 40 ml) = 0.0495 g/ml

For grapefruit juice:

Sugar content per ml = (9 g / 100 ml) = 0.09 g/ml

To determine the difference in sugar content between apple juice and grapefruit juice, we subtract the sugar content per ml of grapefruit juice from the sugar content per ml of apple juice:

0.0495 g/ml - 0.09 g/ml = -0.0405 g/ml

The negative sign indicates that apple juice has less sugar per ml compared to grapefruit juice.

To express the difference in terms of percentage, we calculate the percentage change relative to the grapefruit juice:

Percentage difference = (|0.0405 g/ml| / 0.09 g/ml) * 100%

Percentage difference ≈ 45%

Hence , the apple juice has 45% less sugar per ml than the grapefruit juice.

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PLEASE HELP 25 POINTS, state the slope

Answers

Answer:

-3/4

Step-by-step explanation:

rise/run

goes down -3

goes to the right 4

slope = -3/4

{122,132,155,198,213,225,261,280} what is the mean absolute deviation for the data set? enter your answer as a number rounded to the nearest tenth, like this: 42.5

Answers

The mean absolute deviation (MAD) for the given data set is approximately 46.5.    

How is the mean absolute deviation (MAD) calculated?

The mean absolute deviation (MAD) for a data set is calculated by finding the mean (average) of the data set, then calculating the absolute deviation for each data point by minus the mean from each data point and taking the absolute value. Finally, the mean of the absolute deviations is computed to determine the MAD.

To calculate the mean absolute deviation (MAD) for the given data set, we follow these steps:

1.Find the mean value of the data set.

2.Calculate the absolute deviation for each data point by taking difference the mean from each data point and taking the absolute value.

3.Find the mean of the absolute deviations.

Now calculate the mean absolute deviation for the data set:

Step 1: Find the mean:

[tex]Mean =\frac{122 + 132 + 155 + 198 + 213 + 225 + 261 + 280}{8}\\ = \frac{1586}{ 8}\\ = 198.25[/tex]

Step 2: Calculate the absolute deviation for each data point and find the sum:

|122 - 198.25| = 76.25

|132 - 198.25| = 66.25

|155 - 198.25| = 43.25

|198 - 198.25| = 0.25

|213 - 198.25| = 14.75

|225 - 198.25| = 26.75

|261 - 198.25| = 62.75

|280 - 198.25| = 81.75

Sum of absolute deviations = 76.25 + 66.25 + 43.25 + 0.25 + 14.75 + 26.75 + 62.75 + 81.75

= 372

Step 3: Find the mean absolute deviations:

[tex]$\rm MAD =\frac{\text{Sum of absolute deviations}} { \text{Number of data points}}\\ &\\$\text{Number of data points }=$\frac{372}{8}\\ $= 46.5$[/tex]

Rounded to the nearest tenth, the mean absolute deviation (MAD) for the given data set is approximately 46.5.

Therefore,the mean absolute deviation (MAD) for the given data set is approximately 46.5.  

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pls help it’s 9th grade math

Answers

Answer:

A) 23.7°

Step-by-step explanation:

You can use the law of sines to solve this, sinA/a= sinC/c

sin42/5= sinC/3

Answer:

option A

Step-by-step explanation:

To find the ∠C, we can use the Law of Sine.

          [tex]\sf \boxed{\dfrac{a}{Sin \ A}=\dfrac{b}{Sin \ B}=\dfrac{c}{ Sin \ C}}[/tex]

Side 'a' faces ∠A, side 'b' faces ∠B and side 'c' faces ∠C

a = 5 cm ; b = 7 cm ;  c = 3 cm

∠A = 42°

         [tex]\sf \dfrac{a}{Sin \ A} = \dfrac{c}{Sin \ C}\\\\\\\dfrac{5}{Sin \ 42}=\dfrac{3}{Sin \ C}\\\\\\Cross \ multiply,\\\\ 5*Sin C = 3*Sin \ 42\\\\~~~~ Sin \ C = \dfrac{3*Sin \ 42}{5}\\\\[/tex]

                      [tex]\sf = \dfrac{3*0.6691}{5}[/tex]

                      = 0.4014

                  C = arcsin (0.4014)

                  C = 23.67

                 ∠C = 23.7°

a square pyramid has a volume of 480 cubic inches and a height of 10 inches. what is the perimeter of the base?

Answers

Answer:

48 in

-------------------

The volume of a pyramid is 1/3 of the product of the base area and height.

V = Bh/3

Find the area of the base:

480 = B*10/3B = 480*3/10B = 144

The base is the square, so each side is the square root of the base area:

a = √Ba = √144a = 12

The perimeter of the base is:

P = 4aP = 4(12)P = 48

Answer: 48 inches

Step-by-step explanation:

480*3=1440

1440/10=144

each side: 12

12*4=48 inches

During her presentation to a prospective customer, Lea informed the prospect about the superiority of the new wallboard she was selling. She also brought along a sample so that the building contractor could see and feel the superiority of the product. Lea used a __________ to improve the buyer's understanding of her product.

Answers

Lea used a tangible demonstration to ameliorate the buyer's understanding of her product.

By bringing along a sample of the new wallboard for the structure contractor to see and feel, Lea handed a palpable representation of the product's features and quality. This hands-on approach allows the prospective client to witness the superiority of the wallboard firsthand, which can enhance their understanding and perception of the product.

Palpable demonstrations are effective in showcasing the physical attributes, continuity, texture, or any other palpable aspects of a product that can not be completely conveyed through verbal descriptions alone. This approach can help make trust, credibility, and confidence in the product, making it more compelling and memorable for the buyer.

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when testing water for chemical impurities, results are often reported as bdl, that is, below detection limit. the following data set gives the measurements of the amount of lead in a series of water samples taken from inner-city households (ppm):

Answers

The median lead level in the water is 7 ppm, so option (C) is correct. This means that half of the measured lead levels are below 7 ppm and half are above 7 ppm.

How to find the median or mean values?

If "bdl" is mοstly interpreted as 0 in this cοntext, then we can cοmpute the mean and median οf the given data set, excluding the "bdl" values.

The data set withοut the "bdl" values is: 5, 7, 12, 0, 10, 8, 0, 20, 6.

The mean lead level can be cοmputed by summing all the values and dividing by the number οf nοn-"bdl" values. In this case, the sum is 68 and there are 8 nοn-"bdl" values, sο the mean lead level is 68/8 = 8.5 ppm.

The median lead level is the middle value when the data set is arranged in ascending οrder. Arranging the nοn-"bdl" values in ascending οrder, we get: 0, 0, 5, 6, 7, 8, 10, 12. The middle value is 7 ppm, sο the median lead level is 7 ppm.

Based οn these calculatiοns, the cοrrect statement is:

(c) The median lead level in the water is 7 ppm.

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Complete question:

When testing water for chemical impurities, results are often reported as bdl, that is, below detection limit. The following are the measurements of the amount of lead in a series of water samples taken from inner-city households (in parts per million): 5, 7, 12, bdl, 10, 8, bdl, 20, 6 Which of the following statements can we be sure is true?

(a) The mean lead level in the water is about 10 ppm.
(b) The mean lead level in the water is about 9 ppm.
(c) The median lead level in the water is 7 ppm.
(d) The median lead level in the water is 8 ppm.
(e) Neither the mean nor the median can be computed because some values are unknown.

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