Assuming that each loan would be amortized by 36 equal monthly installments, determine the amount of interest she would have paid at the end of 3 years for each loan.

Joe secured a loan of $10, 000 five years ago from a bank for use toward his college expenses. The bank charges interest at the rate of 5%/year compounded monthly on his loan. Now that he has graduated from college, Joe wishes to repay the loan by amortizing it through monthly payments over 13 years at the same interest rate. Find the size of the monthly payments he will be required to make. (Round your answer to the nearest cent.) $

Joy had a tax refund of 733.43 due. She was able to get her tax refund immediately by paying a finance charge of 43.08 What simple interest rate is Joy paying for this loan assuming the following are true? Assume 360 days in a year. a) The tax refund check would be available in 5 days. b) The tax refund check would be available in 10 days. c) The tax refund check would be available in 20 days.

Kim borrowed money from a bank to buy a fishing boat. He took out a personal, amortized loan for $18,500 , at an interest rate of 5.9%, with monthly payments for a term of 6 years Find Joe's monthly payment. (b) If Joe pays the monthly payment each month for the full term, find his total amount to repay the loan. (c) If Joe pays the monthly payment each month for the full term, find the total amount of interest he will pay.   Please answer all subparts with explanation. I will really upvote. Thanks

While buying a new car, Ryan made a down payment of $1,200 and agreed to make month-end payments of $320 for the next 3 years and 6 months. She was charged an interest rate of 4% compounded semi-annually for the entire term. a. What was the purchase price of the car?   b. What was the total amount of interest paid over the term?     Since the birth of her daughter, 18 years ago, Jeremy has deposited $150.00 at the beginning of every month into an RESP. The interest rate on the plan was 3.00% compounded monthly for the first 9 years and 3.60% compounded monthly for the next 9 years. a. Calculate the value of the fund today (the end of 18year term   b. How much of this is interest?

Lupe made a down payment of $2,500 toward the purchase of a new car. To pay the balance of the purchase price, she has secured a loan from her bank at the rate of 12%/year compounded monthly. Under the terms of her finance agreement, she is required to make payments of $240/month for 30 mo. What is the cash price of the car? $4,433.24 $8,693.85 $6,193.85 $10,848.37 Question 16 Robin, who is self-employed, contributes $4,500/year into a Keogh account. How much will he have in the account after 20 years if the account earns interest at the rate of 9.5%/year compounded yearly? $27,637.25 O $7,790.74 $243,550.05 O $290,918.47

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