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Bas_tet [7]
3 years ago
13

Consider the two savings plans below. Compare the balances in each plan after 7 years. Which person deposited more money in the​

plan? Which of the two investment strategies is​ better? Yolanda deposits ​$300 per month in an account with an APR of 6​%, while Zach deposits ​$3600 at the end of each year in an account with an APR of 6​%
Business
1 answer:
klasskru [66]3 years ago
8 0

Answer:

Zach´s strategy is better

Explanation:

To find the final capital, we use the compound interest formula:

Final Capital (FC)= Initial Capital (IC)*[(1+interest(i))]^(number of periods(n))

Yolanda:

She knows the APR (annual percentage rate) but she deposits each month, so we need to convert this rate in a montly rate. To do so, we use this formula:

Monthly rate= ((1+annual rate)^(1/# perdiods))-1

Montly rate= (1+6%)^(1/12)= 1,00486-1= 0,00486= 0,48%

Then, we apply the compound interest formula (84 periods because theare 84 months in 7 years):

FC= $300*(1+0,48%)^(84)= $451,09

Zach

We only need to apply the compound interest formula because he deposits each year and the rate is annual ( in this case the number of periods is ni year).

FC= $3600*(1+6%)^(7)=$4510,81

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aleksandrvk [35]

Answer:            ke = D1/Po + g

                 0.1025 = D1/57.50 + 0.06

        0.1025-0.06 = D1/57.50

            0.0425     = D1/57.50

                      D1    = 0.0425 x 57.50

                      D1    = $2.444

           

Explanation: Cost of equity is equal to dividend in 1 year's time divided by the current market price plus the growth rate. Other variables were provided in the question except the dividend at the end of the year (D1).

Thus, D1 becomes the subject of the formula. The appropriate cost of equity is $2.44. The correct answer is B.

6 0
3 years ago
Assume that the total cost of a project is $570,000 and that it is fully depreciable using a straight-line method over 6 years.
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Answer:

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Explanation:

Depreciation is the accounting method that is used to allocate cost of an asset over its useful life. It is assumed that an asset losses values over a period and the salvage or terminal value is the value of the good after its useful life has ended.

Straight line method of depreciation assumes equal allocation of depreciation expense over the useful life of an asset.

In the given the asset value is $570,000 and the terminal value is $0

Using the formula

Depreciation= (Value of asset- Salvage value)/Number of useful years

Depreciation= (570,000-0)/6

Depreciation= $95,000 paid equally for 6 years

So the depreciation in year 1 is $95,000

4 0
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3 0
3 years ago
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