In a discount inter- est loan, you pay the interest payment up front. For example, if a 1-year loan is stated as $10,000 and the interest rate is 10%, the borrower “pays” .10 × $10,000 = $1,000 immediately, thereby receiving net funds of $9,000 and repaying $10,000 in a year.
I have this question and i know the answer is 11.11 but im not sure how you came to this answer.
i got 10,000=9,000 x (1+r) but im not getting the right answer when I do this.
help please
You got the equation right, you may have made error in steps while solving it:
Answer:
Let us assume the effective interest rate is = r
Hence from information given, we have:
10000 = 9000 * (1+r)
=> 9000 * (1+r) = 10000
=> 9000 + 9000* r = 10000
=> 9000* r = 10000 - 9000
=> 9000* r = 1000
=> r = 1000 / 9000
=> r = 0.1111 or 11.11%
So the answer is 11.11%
In a discount inter- est loan, you pay the interest payment up front. For example, if...
In a discount interest loan, you pay the interest payment up
front. For example, if a 1-year loan is stated as $50,000 and the
interest rate is 7.50%, the borrower “pays” 0.0750 × $50,000 =
$3,750 immediately, thereby receiving net funds of $46,250 and
repaying $50,000 in a year.
a. What is the effective interest rate on this
loan? (Do not round intermediate calculations. Enter your
answer as a percent rounded to 2 decimal places.)
b. What is the effective...
7. Calculating finance charges using the discount method and APR on a single-payment Aa Aa loan You are taking out a single-payment loan that uses the discount method to compute the finance charges. Computing the finance charges is done method. Under the discount method, a borrower receives the principal the principal is $10,000 and the finance charges are $400, the borrower will receive $ the way they're computed using the simple interest the finance charges. For example, if The following...
You are getting a discount interest loan of $25,000 for one year. The stated rate of interest is 6%. Calculate the effective interest rate ______%. A. 6.83 B. 6.38 C. 6.12 D. 6.00 You can borrow $75,000 for six months at a stated annual rate of 8%. Calculate the effective annual interest rate _______%. A. 16.64 B. 8.50 C. 8.16 D. 8.00
This question illustrates what is known as discount interest. Imagine you are discussing a loan with a somewhat unscrupulous lender. You want to borrow $34,000 for one year. The interest rate is 20.75 percent. You and the lender agree that the interest on the loan will be .2075 × $34,000 = $7,055. So, the lender deducts this interest amount from the loan up front and gives you $26,945. In this case, we say that the discount is $7,055. What is...
This question illustrates what is known as discount interest. Imagine you are discussing a loan with a somewhat unscrupulous lender. You want to borrow $31,000 for one year. The interest rate is 20 percent. You and the lender agree that the interest on the loan will be .20 × $31,000 = $6,200. So, the lender deducts this interest amount from the loan up front and gives you $24,800. In this case, we say that the discount is $6,200. What is...
This question illustrates what is known as discount interest. Imagine you are discussing a loan with a somewhat unscrupulous lender. You want to borrow $32,000 for one year. The interest rate is 13.7 percent. You and the lender agree that the interest on the loan will be .137 * $32,000 = $4,384. So the lender deducts this interest amount from the loan up front and gives you $27,616. In this case, we say that the discount is $4,384. What is the...
This question illustrates what is known as discount interest. Imagine you are discussing a E loan with a somewhat unscrupulous lender. You want to borrow $35,000 for one year. The interest rate is 14.0 percent. You and the lender agree that the interest on the loan will be 0.140 x $35.000 = $4.900. So the lender deducts this interest amount from the loan up front and gives you $30,100. In this case, we say that the discount is $4,900. What...
A company takes out a loan of 15,000,000 at an annual effective discount rate of 5.5%. You are given: (i) The loan is to be repaid with n annual payments of 1,200,000 plus a drop payment one year after the nth payment. (ii) The first payment is due three years after the loan is taken out. Calculate the amount of the drop payment. 5. On January 1, 2010 Susan took out a 30-year mortgage loan in the amount of 200,000...
Flashlights, Inc needs $500,000 to take a cash discount of 2/10, net 80 A 8 banker wll loan the money for 70 days at an interest cost of $7.500 a What is the annual rate on the bank loan? (Use 365 days in a year. Do not round intermediate celculetions. Round the final answer to 2 decimal places) b. How much would it cost (in percentage terms) if the firm did not take the cash discount, but paid the bill...
2) Marcia Rodger borrowed $3,500 from Valley Bank at a rate of 9 %. The date of the loan was October 10. Marcia hoped to repay the loan by February 10. Assume the loan is based on ordinary interest. What will the interest cost be? How much will Marcia repay on February 10? What would the payback be if exact interest was used? 3) Mike French borrowed $9,000 at 9% for 85 days. Calculate Mike's proceeds from this simple discount...