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3 years ago

5. For the following observations, calculate the class width for a histogram.

Business

1 answer:

Soloha48 [4]3 years ago

6 0

Answer:

See Explanation

Explanation:

Given

The histogram

Required

The class width

The question is poorly formatted, as the histogram cannot be read. So, I will answer your question with the attached histogram

The class width is:

$Width = Upper - Lower\ Limits$

Using the first class, as reference:

$Lower\ Limits = 1$

$Upper\ Limits = 4$

So, the class width is:

$Width = 4 -1$

$Width = 3$

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4 years ago

Oriole Corp. is a fast-growing company whose management expects it to grow at a rate of 24 percent over the next two years and t

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Answer:

1.What is the dividend for the 1st year?

$2.67

2.What is the dividend for the 2nd year?

$3.31

3.What is the dividend for the 3rd year?

$3.90

4.What is the dividend for the 4th year?

$4.60

5.What is the dividend for the 5th year?

$5.43

6.Compute the present value of these dividends if the required rate of return is 14 percent.

1. $2.34

2. $2.54

3. $2.63

4. $2.73

5. $2.82

Explanation:

Last Dividend paid = $2.15

Growth rate:

First two years = 24%

Following three years = 18%

FV of Dividend = PV ( 1 + g )^n

Dividend for the 1st year = $2.15 x ( 1 + 24% )^1 = $2.15 x ( 1 + 0.24 )^1 = $2.15 x ( 1.24 )^1 = $2.67

Dividend for the 2nd year = $2.15 x ( 1 + 24% )^2 = $2.15 x ( 1 + 0.24 )^2 = $2.15 x ( 1.24 )^2 = $3.31

Dividend for the 3rd year = $3.31 x ( 1 + 18% )^1 = $3.31 x ( 1 + 0.18 )^1 = $3.31 x ( 1.18 )^1 = $3.90

Dividend for the 4th year = $3.31 x ( 1 + 18% )^2 = $3.31 x ( 1 + 0.18 )^2 = $3.31 x ( 1.18 )^2 = $4.60

Dividend for the 5th year = $3.31 x ( 1 + 18% )^3 = $3.31 x ( 1 + 0.18 )^3 = $3.31 x ( 1.18 )^3 = $5.43

6.The present value of these dividends

Present value of dividends can be calculated by following formula:

PV = FV / ( 1 + r )^n

FV = Dividend for the year

r = rate of return = 14%

n = number of years

1. PV = $2.98 / ( 1 + 0.14 )^1 = $2.98 / ( 1.14 )^1 = $2.98 / 1.14 = $2.34

2. PV = $3.31 / ( 1 + 0.14 )^2 = $3.31 / ( 1.14 )^2 = $3.31 / 1.2996 = $2.54

3. PV = $3.90 / ( 1 + 0.14 )^3 = $3.90 / ( 1.14 )^3 = $3.90 / 1.481544 = $2.63

4. PV = $4.60 / ( 1 + 0.14 )^4 = $4.60 / ( 1.14 )^4 = $4.60 / 1.68896 = $2.73

5. PV = $5.43 / ( 1 + 0.14 )^5 = $5.43 / ( 1.14 )^5 = $5.43 / 1.925416 = $2.82

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3 years ago

Suppose a tax of $3 is imposed on each new garden hose that is sold, resulting in a deadweight loss of $22,500. The supply curve

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Explanation:

Given that,

Dead weight Loss = $22500

Tax amount per unit (t) = $3

Equilibrium quantity before tax, $Q_{b}$ = 1,00,000 units

Equilibrium quantity after tax, $Q_{a}$ = ?

Dead weight Loss = $\frac{1}{2} \times t \times (Q_{b} - Q_{a})$

22500 = 0.5 × 3 × (100000 - $Q_{a}$ )

$Q_{a}$ = 85000 units

∴ Equilibrium quantity of garden hoses after the tax is imposed is 85000.

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3 years ago

In its 2016 annual report, Lockheed Martin reported net earnings of $5,302 million and dividends paid of $2,048 million. Your fo

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Answer:

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Dividend paid for the year 2016 = $2048

The forecast for the income of 2017 = $5504

The projected dividend for the year 2017 = 5504 x (2047 / 5302)

The projected dividend for the year 2017 = 2124.98

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