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Pavel [41]
3 years ago
9

Quantitative Reasoning: Use the compound interest formula to determine the accumulated balance after the stated period. $6000 in

vested at an APR of 8% for 9 years. If interest is compounded annually, what is the amount of money after 9 years?
Business
1 answer:
algol133 years ago
3 0

Answer:

the amount of money after 9 years is $11,994.02

Explanation:

The computation of the accumulated balance after the stated period by using the compound interest formula is shown below:

Amount = Principal × (1 + interest rate ÷ n)^{nt}

= $6,000 × (1 + 8 ÷ 1 × 100)^{1 × 9}

= $6,000 × (1.08)^9

= $11,994.02

Hence, the amount of money after 9 years is $11,994.02 which is to be find out by using the above formula  

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Alternative A Alternative B Materials costs $28,000 $64,000 Processing costs $34,000 $34,000 Equipment rental $11,000 $28,500 Oc
stira [4]

Answer:

$61,600

Explanation:

The differential cost analysis is an analysis in which the costs of two alternatives is taken into consideration and based on those costs it is decided that which alternative is suitable in terms of increment that has been lost by other alternative. That is why it is also known as alternative cost. To calculate the differential cost, it is simple, subtract the cost of 1st alternative from the 2nd and you will get the differential cost. Basically this tool helps in decision making when deciding to choose between two alternatives.

In the question we have been asked to find the differential cost of Alternative B over Alternative A, including all of the relevant costs. To do that first we need to find the differential costs among all the relevant costs and then sum all the differences to find the differential cost of Alternative B over Alternative A.

(a)

Differential Cost of Alternative B over Alternative A is;

Materials costs =  $64,000 - $28,000 = $36,000

Processing costs =  $34,000 - $34,000 = $0

Equipment rental =  $28,500 - $11,000 = $17,500

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