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Step2247 [10]
3 years ago
5

Moody Farms just paid a dividend of $3.95 on its stock. The growth rate in dividends is expected to be a constant 5 percent per

year indefinitely. Investors require a return of 14 percent for the first three years, a return of 12 percent for the next three years, and a return of 10 percent thereafter. What is the current share price
Business
1 answer:
Amiraneli [1.4K]3 years ago
5 0

Answer:

$81.52

Explanation:

The current share price is the present value of future dividends as well as the present value of the terminal value of dividends beyond year 6 as shown thus:

Current dividend=$3.95

Year 1 dividend=$3.95*(1+5%)=$4.15

Year 2 dividend=$4.15*(1+5%)=$4.36

Year 3 dividend=$4.36*(1+5%)=$4.58

The required rate of return(discount rate) for the dividends in the FIRST 3 years above is 14%

Year 4 dividend=$4.58*(1+5%)=$4.81

Year 5 dividend=$4.81*(1+5%)=$5.05

Year 6 dividend=$5.05*(1+5%)=$5.30

The required rate of return(discount rate) for the dividends in the NEXT 3 years above is 12%

Terminal value of dividend=Year 6 dividend*(1+growth rate)/(rate of return-growth rate)

growth rate=5%

rate of return=10%(rate of return thereafter)

terminal value=$5.30*(1+5%)/(10%-5%)

terminal value=$111.30

current share price=$4.15/(1+14%)+$4.36/(1+14%)^2+$4.58/(1+14%)^3+$4.81/(1+12%)^4+$5.05/(1+12%)^5+$5.30/(1+12%)^6+$111.30/(1+10%)^6

current share price=$81.52

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Answer:

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Explanation:

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Average collection period (APC) = 45 days = account receivable × 365 days

=> Account receivable = (45 × $65,000,000 )÷ 365 days = $8,013,699

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Use the information below to calculate the number of orders per year when using the EOQ: Annual demand for an item is 43,000 uni
IRINA_888 [86]

Answer:

The closest answer is 49.

Explanation:

Given that,

Annual demand, D = 43,000 units

Ordering cost, O = $200

Per unit cost of the item = $50

Annual holding cost, H =  annual holding rate × Per unit cost of the item

                                      = 35% × $50

                                      = $17.5

EOQ=\sqrt{\frac{2\times D\times O}{H} }

EOQ=\sqrt{\frac{2\times 43,000\times 200}{17.5} }

              = 991.39

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Number of orders per year = Annual demand ÷ EOQ

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Hence, the closest answer is 49 and this is not given in the question.

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3 years ago
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