a company has ordered 5 new personal computers at a cost of $1700 each. they will not be delivered for 11 months. what amount should the firm deposit in an account paying 7.32% to have enough money to pay for them?

Respuesta :

Based on the number of computers ordered by the company, the cost, and the account interest, the amount that the company should deposit to be able to pay for the computers is $7,949.98.

How to find the amount to be deposited?

First, find the total cost of the computers ordered by the company:

= Number of computers x Cost per computer

= 5 x 1,700

= $8,500

This means that the company needs to deposit an amount of money today that will grow to be $8,500 in 11 months time to enable them to pay off the cost of the computers.

That amount will be:

Future value = Amount to deposit x ( 1 + rate) ^ number of periods

8,500 = Deposit amount x ( 1 + 7.32%) ¹¹

Deposit amount = 8,500 / 1.0691844627036943510494002859615

Deposit amount = $7,949.98

In conclusion, the company needs to deposit $7,949.98 to be able to pay for the computers.

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