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- You are preparing a loan amortization table for a 1-year loan of $1000 with a monthly interest rate of 1%. What is your principal payment in month 3 of the amortization schedule?You are offered an add-on loan for $4,500 at 18% for 5 years. What is the monthly payment? What is the amount of interest? What is the true interest rate cost of this loan? If you could pay the same loan above at a compound rate: What would the monthly payment be? What would the amount of interest be? 3. Prepare a monthly payment schedule for each loan above using Excel, and submit it.Suppose that you borrow $200,000 in the form of a 12-year loan with an annual interest rate of 6% with monthly payments and monthly compounding. How much principal will you pay in the last year of the loan? Please describe how to solve using a financial calculator thank you.
- you are analyzing a GPM. the terms are $60,000 loan amount, 9% note rate, 30 years, monthly payments, OFV, payments in year one based based upon 7%, and payment in year two based on 8%. how much will you owe on this loan at the end of the second year? Please assist, using HP 10bII+.Assume you graduate from university with a $24,000 student loan. If your interest rate is fixed at 4.04% APR with monthly compounding and you will repay the loan over a 20-year period, what will be your monthly payment?Use the Loan Payoff Table to determine both the finance charge and the payment required to amortize a loan of $4100 at an annual interest rate of 11% with a term of 36 monthly payments. What is the amount of each payment? What is the finance charge?
- You are offered an add-on loan for $4,500 at 18% for 5 years. What is the monthly payment? What is the amount of interest? What is the true interest rate cost of this loan? If you could pay the same loan above at a compound rate: What would the monthly payment be? What would the amount of interest be? Prepare a monthly payment schedule for each loan above using Excel, and submit it. Suppose that you are only allowed to make a balloon payment to the principal of the compound interest loan. You have $1,000 to put down at the beginning of year three. How many payments will you save?Assume you graduate from college with $31,000 in student loans. If your interest rate is fixed at 4.90% APR with monthly compounding and you repay the loans over a 10-year period, what will be your monthly payment?Suppose you purchase a home and obtain a 15-year fixed-rate loan of $195,000 at an annual interest rate of 6.0%. a) What is your monthly payment? N: months I %: P.V: $ PMT: $ F.V: 0 P/Y: 12 C/Y: 12 b) Of the first month's mortgage payment, how much is interest? HINT: I=Prt Interest: I=$ c) Of the first month's mortgage payment, how much is applied to the principal? HINT: PMT - Interest Amount Applied to Principal: $ d) How much is your outstanding balance after the first month’s payment? HINT: Principal - Amount Applied to Principal Outstanding Balance after first payment: $
- Suppose that you need an amount of money which equals to $10000000. It is possible to find it from bank A at an annual interest rate of 18% under 12 equal payment. If the first payment will be 1 month later the day you used the loan. Find the CF (Cash Flow), the equal payments and prepare the amortization table.A customer of your bank comes for a car loan 10000 OMR. He is charged with an interest rate of 5% per year. The customer expects a monthly repayment schedule from you, to plan his repayment. Provide a loan amortization schedule for monthly repayment of I year.Suppose you take out a 36-month installment loan to finance a delivery van for $26,100. The payments are $987 per month, and the total finance charge is $9,432. After 25 months, you decide to pay off the loan. After calculating the finance charge rebate, find your loan payoff (in $).
