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lisabon 2012 [21]
3 years ago
13

Calculating Present Values. Suppose you are still committed to owning a $150,000 Ferrari (see Question 9). If you believe your m

utual fund can achieve a 10.25 percent annual rate of return, and you want to buy the car in 10 years on the day you turn 30, how much must you invest today?9. Calculating Present Values. Suppose you are still committed to owning a $150,000 Ferrari (see Question 9). If you believe your mutual fund can achieve a 10.25 percent annual rate of return, and you want to buy the car in 10 years on the day you turn 30, how much must you invest today?a. PV * (1 + .1025)^10 = $150,000b. PV * (1.1025)^10 = $150,000c. PV * (2.65239)= $150,000d. PV = $150,000/2.65239e. PV = $56,533.42
Business
1 answer:
luda_lava [24]3 years ago
3 0

Answer:

All the options written are the steps involved in solving the problem. The formula that would be used is compounding formula because we have future value which is $150,000 and rate of return which is 10.25%. Furthermore, here n is 10 years time.

The formula is:

Future Value = Present Value * (1 + r)^n

$150,000 = Present Value * (1.1025)^10

$150,000 = Present Value * 2.6524

$150,000 / 2.6524 = Present Value

Present Value = $56553

So the amount that we should deposit in mutual funds today to buy Ferrari is $56553. The difference is due to rounding off.

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Retained earnings $52,000 Accounts Payable $15,000 Supplies 37,000 Common stock 25,000 Equipment 72,000 Note payable (due in 18
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$22,000

Explanation:

Current liabilities are debts that a company must pay within a twelve month period.

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Since the note payable is due in 18 months, it is not considered a current liability.  

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Cromwell manufactures specialty electronic circuitry through a unique photo-electronic process. One of the primary products, Mod
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the  labor rate variance and labor efficiency variance is $2,000 favorable and $3,500 unfavorable

Explanation:

The computation of the labor rate variance and labor efficiency variance is given below;

For Labor rate variance

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8 0
3 years ago
A capital investment project has the following expected incremental values next year: Revenue $1,000,000 Operating costs 200,000
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Based on the calculation below, incremental after-tax operating cash flow is $675,000

<h3>How to calculate incremental after-tax operating cash flow</h3>

This can be calculated as follows:

Profit before interest and tax = Revenue - Operating costs – Depreciation = $1,000,000 - $200,000 - $300,000 = $500,000

Operating income = Profit before tax – (Profit before tax * Tax rate) = $500,000 – ($500,000 * 25%) = $375,000

Therefore, we have:

Incremental after-tax operating cash flow = Operating income + Depreciation = $375,000 + $300,000 = $675,000

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If you have two insurance policies on the same property, the ____ clause explains how the two insurance companies will share the
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e. other insurance clause.

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