Jessica borrowed $4800 from the bank in order to buy a new piano. She will pay it off by equal payments at the end of each week for 2 years. The interest rate is 9% compounded weekly. Determine the size of payments
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Jessica borrowed $4800 from the bank in order to buy a new piano. She will pay it off by equal payments at the end of each week for 2 years. The interest rate is 9% compounded weekly. Determine the size of payments
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- Rebecca borrowed $20 400 from her local credit union to pay for the upgrades in her kitchen. She wants to pay the loan with monthly payments over the period of 3 years. What is the interest included in the tenth payment, if the rate charged by the credit union is 6% monthly?Jessica borrowed $3300 from the bank in order to buy a new piano. She will pay it off by equal payments at the end of each week for 2 years. The interest rate is 3% compounded weekly. Determine the size of payments, and the total interest paid. Payments: $ 33.69 Total interest: $ 204Alice borrowed $8,000 from her grandmother to buy a car when she started college. The interest rate being charged is 4.5% compounded monthly. Alice is to make the first $200 month-end payment three years after the date of the loan. How many payments will be required to pay off the loan? (round up to whole number)
- Theresa borrowed $7258.00 compounded monthly to help finance her education. She contracted to repay the loan in monthly payments of $265.00 each. If the payments are due at the end of each month and interest is 4% coumpunded monthly, how long will Theresa have to make monthly payments? State your answer in years and months (from 0 to 11 months). theresa will have to make payments for _____ year(s) and ______ month(s)Sonia borrowed $7829.00 compounded monthly to help finance her education. She contracted to repay the loan in monthly payments of $331.00 each. If the payments are due at the end of each month and interest is 5% compounded monthly, how long will Sonia have to make monthly payments? State your answer in years and months (from 0 to 11 months). Sonia will have to make payments for year(s) and month(s)Tiffany received a loan of $8,600 at 4.75% compounded monthly. She settled the loan by making periodic payments at the end of every three months for 5 years, with the first payment made 3 years and 3 months from now. What was the size of the periodic payments?
- Sonia borrowed $3717.00 compounded annually to help finance her education. She contracted to repay the loan in annual payments of $251.00 each. If the payments are due at the end of each year and interest is 5% compounded annually, how long will Sonia have to make annual payments? State your answer in years and months (from 0 to 11 months). ion 4Sonia will have to make payments for year(s) and months).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?Elin purchased a used car for $15,000. She wrote a check for $3000 as a down payment for the car and financed the $12,000 balance payable in 4 years but in monthly installments. The interest rate is 9% compounded monthly, and the loan will be repaid in equal monthly instalments for first two years and double it on the next two years. What is Elin's monthly car payment?
- Jessica wants to accumulate $13,000 by the end of 6 years in a special bank account, which she had opened for this purpose. To achieve this goal, Jessica plans to deposit a fixed sum of money into the account at the end of the month over the 6-year period. If the bank pays interest at the rate of 5% per year compounded monthly, how much does she have to deposit each month into her account? (Round your answer to the nearest cent.)Shelly deposits the $2000 she got as a birthday gift from her grandmother into an account earning 3.6% interest compounded monthly. She decides to also deposit $200 at the end of each month into the same account. How much will be in the account in 10 years?Huan accepted an in-store loan on a computer she just purchased. The monthly payment is $64.53 on the $2,000 computer with a 12% APR for 3 years. Determine the portion of the monthly payment that will go towards interest and principal for the first two months.
