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- Marisol finances a sports car for $27,700 by taking out an installment loan for 36 months. The payments were $998.61 per month and the total finance charge was $8,249.96. After 21 months, Marisol decided to pay off the loan. After calculating the finance charge rebate, find her loan payoff amount.Franki finances a motor home for $44,700 by taking out an installment loan for 36 months. The payments were $1,774.31 per month and the total finance charge was $19,175.16. After 25 months, Franki decided to pay off the loan. After calculating the finance charge rebate, find the loan payoff amount.Sun Jung finances a sofa for $1,125 by taking out an installment loan for 60 months. The payments were $28.12 per month and the total finance charge was $562.20. After 24 months, Sun Jung decided to pay off the loan. After calculating the finance charge rebate, find her loan payoff.
- Scott finances a Jet Ski for $4,600 by taking out an installment loan for 48 months. The payments are $153.33 per month and the total finance charge is $2,759.84. After 36 months, Scott decided to pay off the loan. After calculating the finance charge rebate (using the "Rule-of-78"), find his loan payoff.Mayesha purchased a large screen TV for $4,000 and can pay it off in ten months with an add-on interest loan at an annual rate of 11.5%, or she can use her credit card that has an annual rate of 18%. If she uses her credit card, she will pay $400 per month (starting next month) plus the finance charges for the month. Assume that her credit card company uses the unpaid balance method to compute her finance charges and that she is making no other transactions on her credit card. Which option will have the smaller total finance charges on her loan? What is the general method that should be used to solve this problem? A. Use the formula l= Prt to find the finance charge for both the add-on and the credit card option. Choose the option that produces the lower number. O B. Multiply the cost of the TV set by the annual rate to find the finance charge for both the add-on and the credit card option. Choose the option that produces the higher number. O C. Use the formula l= Prt to find the…To purchase a car, Sarah took out a 60-month loan for $32,800 with a 6% annual interest rate. After making 40 payments, Sarah received a bonus from work and plans to use it to pay off the remaining balance. Calculate Sarah's monthly payment and the amount needed to pay off her loan.
- Frankie finances a motor home for $44,300 by taking out an installment loan for 36 months. The payments were $1,784.31 per month and the total finance charge was $19,935.16 after 21 months Frankie decided to pay off the loan. After calculating the finance charge rebate, find the loan payoff amount. $22490.17 $23,897.36 $22,417.77 $23,172.73Nona purchased a new car earlier today for $32,000. She financed the entire amount using a five-year loan with a 3% interest rate (compounded monthly). (a) Compute the monthly payments for the loan. (b) How much will Nona owe on the loan after she makes payments for two years (i.e., after 24 payments)?Cathy borrowed $24,000 to buy a new car and expects to pay $400 per month for the next 3 years to pay off the loan. What is the loan's annual rate of interest?
- Ashley took out a student loan for $12,544. The loan had annual interest of 6.9%. She graduated five years after getting the loan and began repaying the loan upon graduation. Ashley will make monthly payments for two years after graduation. During the five years she was in school not making payments the loan occurred simple interest. What was her subsidize loan monthly payment an unsubsidized loan monthly payment?Mary, a college student, needs to borrow $8,000 today for her tuition. She agrees to pay back the loan in a lump-sum payment upon graduating, 4 years from today. The lender agrees to lending at a fixed 3.85% interest rate during the loan period. What is the total cost of Mary's student loan?Rose, recently purchased a new automobile for $25,000. She made a $5,000 down payment and financed the balance over 48 months using a loan with a 12 percent annual nominal rate of interest. What are her monthly payments?