3. Lynn borrows $5,000 at 15%/year compounded monthly. She wishes to repay the loan with 12...
Helen borrows a sum of money from a bank at 12% convertible monthly and wishes to repay it by 24 monthly payments. In total, she will pay $584 of interest. Determine the size of the loan.
Karmen borrowed $5378.00 compounded semi-annually to help finance her education. She contracted to repay the loan in semi-annual payments of $259.00 each. If the payments are due at the end of every 6 months and interest is 6% compounded semi-annually, how long will Karmen have to make semi-annual payments? State your answer in years and months (from 0 to 11 months) month(s). year(s) and Karmen will have to make payments for Karmen borrowed $5378.00 compounded semi-annually to help finance her...
Nathan has a loan of $6000 to repay, with an interest rate of 8% compounded monthly. Nathan planned to make $150 payments at the end of each month to repay his loan, but is considering only $100 per month. How many additional months will it take to repay the loan if he pays $100 per month instead of $150? (Hint: Round each term in months up to a whole number before finding the difference.)
Barbara borrows $3000. She agrees to make monthly interest payments on the loan and will build up a sinking fund with monthly deposits to repay the principal with a single payment 19 months from now. If the interest being charged on the loan is j12 = 8.5% and the interest being earned on the sinking fund is j12 = 5.4%, what is the monthly cost of the debt for Barbara?
Barbara borrows $3500. She agrees to make monthly interest payments on the loan and will build up a sinking fund with monthly deposits to repay the principal with a single payment 21 months from now. If the interest being charged on the loan is j12 = 8% and the interest being earned on the sinking fund is j12= 5.2%, what is the monthly cost of the debt for Barbara? I got 182.95 but is wrong. please help
3-3. suits Henrietta borrows 6500 in order to buy furniture. She wishes to pay the loan back by means of 12 annual payments, the first to be made one year after the loan is taken out. If i = .13, find the amount of each payment. 3-4. Answer Question 3 if the loan ist payments, the fi
5. A college student borrows $1500 during her senior year. The loan is to be paid pack in equal monthly payments starting three years after the loan is established (interest accumulates during the grace period). The APR is 2.8% compounded monthly. How much should she expect to pay per month if she only wants to have to make payments for 2 years? 6. Mary has a credit card balance of $4,300 at an APR of 12% compounded monthly. Mary has...
answer those 4 please Fatima just borrowed 83,364 dollars. She plans to repay this loan by making a special payment of 29,387 dollars in 7 years and by making regular annual payments of 13,147 dollars per year until the loan is paid off. If the interest rate on the loan is 17.93 percent per year and she makes her first regular annual payment of 13,147 dollars immediately, then how many regular annual payments of 13,147 dollars must Fatima make? Round...
Marsha takes out a loan for 20,000. She is to repay the loan by level monthly payments of 1500 with the final payment possibly being less than the previous payments. The nominal interest rate is 12% convertible monthly. Let n be the number of payments and X be the amount of the final payment. (a) Determine n. (b) Determine X
Vanna has just financed the purchase of a home for $200 000. She agreed to repay the loan by making equal monthly blended payments of $3000 each at 4%/a, compounded monthly. a. Create an amortization table using a Microsoft Excel spreadsheet. In your answer include all the formulas used.b.How long will it take to repay the loan?c. How much will be the final payment?d. Determine how much interest she will pay for her loan.e. Use Microsoft Excel to graph the amortization...