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jeka57 [31]
3 years ago
5

A small business has determined that the machinery they currently use will wear out in 16 years. To replace the new machine when

it wears out, the company wants to establish a savings account today. If the interest rate on the account is 1.9 percent per quarter and the cost of the machinery will be $325,000, how much will the company have to deposit today
Business
1 answer:
Vlad [161]3 years ago
8 0

Answer:

The initial deposit should be of: $97,439.62

Explanation:

Giving the following information:

To replace the new machine when it wears out, the company wants to establish a savings account today. The interest rate on the account is 1.9 percent per quarter and the cost of the machinery is $325,000.

To calculate the initial investment required, we need to use a variation on the simple interest future value formula:

FV= PV*(1+i)^n

PV= present value

Isolating PV:

PV= FV/(1+i)^n

i= 0.019

n= 4*16= 64

FV= 325,000

PV= 325,000/ (1.019^64)= $97,439.62

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Answer:

Both their investments will reach a similar value in 32 years, 9 months and 8 days. Both accounts will have exactly $5,606.

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Original investment:              $800 at 6.12%                    $1,600 at 3.9%          

future value 10 years                     $1,449                                $2,346

future value 20 years                   $2,624                                $3,439

future value 30 years                   $4,753                                $5,042

future value 31 years                    $5,044                                $5,238

future value 32 years                   $5,353                                $5,442

future value 33 years                   $5,681                                 $5,655

It will take over 32 years for both investments to match their amounts.

to determine the approximate month we start with the future value in 32 years:

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future value in 6 months                 $5,517                           $5,548

future value in 9 months                $5,599                           $5,601

future value in 9 months                                                                          

and 5 days                                      $5,603                           $5,604

future value in 9 months                                                                          

and 8 days                                      <u>$5,606</u>                           <u>$5,606</u>

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