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Vadim26 [7]
3 years ago
6

Lucy and Fred want to begin saving for their baby's college education. They estimate that they will need $120,000 in eighteen ye

ars. If they are able to earn 5% per annum (compounded annually), how much must be deposited at the end of each of the next eighteen years to fund the education? (The future value of a single sum for 18 periods at 5% is 2.40662; The future value of an ordinary annuity of 1 for 18 periods at 5% is 28.13238).
Business
1 answer:
dezoksy [38]3 years ago
4 0

Answer:

$4,265.55

Explanation:

Future value = $120,000

Interest rate (i) = 5%

Annual deposit = ?

Time period (n) = 18 year

Since deposit are to be made at the beginning of each year, hence the relevant factor table to be used is future value annuity due factor table.

Future value = Annual deposit x future value annuity due factor (i%, n)

120,000 = Annual deposit x FVADF (5%, 18period)

120,000 = Annual deposit x 28.13238

Annual deposit = 120,000/28.13238

=$4,265.547

=$4,265.55

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Answer:

a. Ask consumers for relevant feedback after the campaign

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Julie has just retired. Her company's retirement program has two options as to how retirement benefits can be received. Under th
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First option will be recommended.

Explanation:

To determine which option to be taken, we calculate the net present value each option generates. The option generating higher NPV should be recommended.

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- Net present value of second option will be found by discounting cash flows at investing rate 12% and calculated as followed:

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3 years ago
Suppose that you have the following information for an economy:______.
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Answer:

Part 1. When real GDP is equal to $4,500, aggregate expenditure is equal to <u>$4,600</u>.

Part 2. When real GDP is equal to $5,000, aggregate expenditure is equal to <u>$5,000</u>.

Part 3. When real GDP is equal to $5,500, aggregate expenditure is equal to <u>$5,400</u>.

Explanation:

The aggregate expenditure (AE) can be calculated using the following formula:

AE = (A + (MPC * Y)) + PI + G + NX  ………………. (1)

Where;

AE = aggregate expenditure = ?

A = Autonomous consumption = $500

MPC = Marginal propensity to consume = 0.80

Y = Real GDP

PI = Planned investment = $600

G = Government spending = $300

NX = Net exports = -$400

Based on the above, we can now proceed as follows:

Part 1. When real GDP is equal to $4,500, aggregate expenditure is equal to $ _____.

This implies that:

Y = Real GDP = $4,500

Substituting this and other values given above into equation (1), we have:

AE = ($500 + (0.80 * $4,500)) + $600 + $300 - $400 = $4,600

Therefore, when real GDP is equal to $4,500, aggregate expenditure is equal to <u>$4,600</u>.

Part 2. When real GDP is equal to $5,000, aggregate expenditure is equal to $ _____.

This implies that:

Y = Real GDP = $5,000

Substituting this and other values given above into equation (1), we have:

AE = ($500 + (0.80 * $5,000)) + $600 + $300 - $400 = $5,000

Therefore, when real GDP is equal to $5,000, aggregate expenditure is equal to <u>$5,000</u>.

Part 3. When real GDP is equal to $5,500, aggregate expenditure is equal to $ _____.

This implies that:

Y = Real GDP = $5,500

Substituting this and other values given above into equation (1), we have:

AE = ($500 + (0.80 * $5,500)) + $600 + $300 - $400 = $5,400

Therefore, when real GDP is equal to $5,500, aggregate expenditure is equal to <u>$5,400</u>.

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