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7nadin3 [17]
3 years ago
12

A customer is considering buying a new $30,000 car and will put $6,000 down and will borrow the remaining $24,000 from the autom

obile finance company. Assume that this customer has $24,000 in the bank earning 4% interest, but does not wish to use this money to pay for the new car. What are the loan terms offered?
Business
1 answer:
Helen [10]3 years ago
8 0
He could take a personal loan or a automobile loan to cover costs or he could pay the 24K up front and take a loan of 6K so he can get the car.
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Answer:

The correct answer is option A.

Explanation:

Substantive is a type of auditing procedure. It involves the process of examining financial statements and other related documents to  check for error.

These tests are conducted to ensure that the financial records are complete and correct.

These procedures are conducted by an auditor and include examining journal entering, testing account balances and transactions.

Though it does not include requesting a cut off bank statement to be mailed to the client.

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If the supply of the Aruban florin decreases relative to the U.S. dollar, then the:a. U.S. dollar will appreciate.b. U.S. dollar
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3 years ago
Suppose that you want to create a "college fund" for your newborn child and place $300 in a bank account at the end of each of t
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Answer:

Amount at the end of twentieth year is $12,300

Explanation:

Annuity means a set of fixed amount of payments either made to you or paid by you , at a fixed number of times over a course of defined period.

The case given in the question is of ordinary annuity , where fixed amount of payment are required at the end of each period.

FORMULA FOR FUTURE VALUE ORDINARY ANNUITY =

               

Where, C(cash flow) = $300,

            I(interest rate) = 7%

           N(number of period) = 20

           FV ( Future value)

FUTURE\ VALUE(FV)\ OF\ ORDINARY\ ANNUITY= CASH\ FLOW(C)\times \left [ \frac{1+I^{N}-1}{I} \right ])

FUTURE\ VALUE(FV)\ OF\ ORDINARY\ ANNUITY= \$300\times \left [ \frac{1+7\%^{20}-1}{7\%} \right ])

FUTURE\ VALUE(FV)\ OF\ ORDINARY\ ANNUITY= \$300\times \left [ \frac{\ 1.07\ ^{20}-1}{7\%} \right ])

FUTURE\ VALUE(FV)\ OF\ ORDINARY\ ANNUITY= \$300\times \left [ \frac{\ 3.87\ -1}{7\%} \right ])

FUTURE\ VALUE(FV)\ OF\ ORDINARY\ ANNUITY= \$300\times \left [ \frac{\ 2.87}{7\%} \right ])

= 861/7%

= $12,300

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