Question

Compare the alternatives C and D on the basis of a present worth analysis using an interest rate of 12% per year and a study period of 10 years. Alternative | C | D First Cost | $-44,000 | $-27,000 AOC, per Year | $-11,000 | $-2,500 Annual Increase in Operating Cost, per Year | $-400 | $-800 Salvage Value | $13,000 | $400 Life, Years | 10 | 5 The present worth of alternative C is $ and that of alternative D is $. Alternative D offers the lower present worth.

          Compare the alternatives C and D on the basis of a present worth analysis using an interest rate of 12% per year and a study period of 10 years.

Alternative | C | D
First Cost | $-44,000 | $-27,000
AOC, per Year | $-11,000 | $-2,500
Annual Increase in Operating Cost, per Year | $-400 | $-800
Salvage Value | $13,000 | $400
Life, Years | 10 | 5

The present worth of alternative C is $____ and that of alternative D is $____.
Alternative D offers the lower present worth.

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Compare the alternatives C and D on the basis of a present worth analysis using an interest rate of 12% per year and a study period of 10 years.

Alternative | C | D
First Cost | -44,000 |-27,000
AOC, per Year | -11,000 |-2,500
Annual Increase in Operating Cost, per Year | -400 |-800
Salvage Value | 13,000 |400
Life, Years | 10 | 5

The present worth of alternative C is and that of alternative D is.
Alternative D offers the lower present worth.

Added by Brandon C.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Adi S

06/19/2023

Step 1

We can use the following formula for the present worth of a series of cash flows: $PW = \frac{A}{(1+i)^n} + \frac{A}{(1+i)^{n-1}} + \cdots + \frac{A}{(1+i)}$ Where: - $PW$ is the present worth - $A$ is the annual cash flow - $i$ is the interest rate - $n$ is the Show more…

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Compare the alternatives C and D on the basis of a present worth analysis using an interest rate of 12.9% per year and study period of 10 years. Alternative First Cost AOC per Year Annual Increase in Operating Cost per Year Salvage Value Life Years C $44,000 $11,000 D $27,000 $2,500 C $400 C $800 D $13,000 D $400 The present worth of alternative C is $______. The present worth of alternative D is $______. Alternative D offers the lower present worth.

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