Suppose that you obtain a 100.000 TL loan from a bank. The maturity is 10 years and the annual interest rate is 10%. You will pay monthly installments. However, according to the loan agreement you will make no payments for the first three years. What would be the monthly payment amount? O 830,06 TL 660,75 TL O 1.104,81 TL O 879,46 TL O Diğer: What would be the annual interest rate for a 5.000.000 TL bank loan that requires 125.000 TL of total interest payment for a period of 4 months?

Suppose that you obtain a 100.000 TL loan from a bank. The maturity is 10 years and the annual interest rate is 10%. You will pay monthly installments. However, according to the loan agreement you will make no payments for the first three years. What would be the monthly payment amount? O 830,06 TL 660,75 TL O 1.104,81 TL O 879,46 TL O Diğer: What would be the annual interest rate for a 5.000.000 TL bank loan that requires 125.000 TL of total interest payment for a period of 4 months?

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Suppose a borrower and a lender enter into an agreement for a car loan, which lasts for one year. The nominal interest rate (i) is 11%. Both the borrower and the lender expect inflation in one year to be 4% (rº =4%). Scenario I. Suppose the next year, when the borrower repays the loan, the actual inflation (A )turns out to be 6%. Expected inflation a year ago was 4%. Actual inflation (1) is (greater than/lower than) expected inflation ( n°, . The ex-ante real interest rates is_ %. The ex-post real interest rates is %. Conclusion from scenario I: When actual inflation is greater than expected inflation, ex-ante real interest rate is _(greater than/lower than) the ex-post real interest rate, which means that borrowers are made (worse off/better off) and lenders are made (worse off/better off). Nominal interest rates should (rise/fall) according to the Fisher effect.
Suppose you get a loan of $2000 from UNO FCU for 2 years. The loan requires semianmual installment payments enabling the loan to be repaid in 4 equal payments. If the loan interest rate is 9%, construct an amortization table for this loan.
Assume you borrow $10,000 today and promise to repay the loan in two payments, one in year 2 and the other in year 4, with the one in year 4 being only half as large as the one in year 2. At an interest rate of 10% per year, the size of the payment in year 4 is closest to: (a) $4280 (b) $3975 (c) $3850 (d) $3690
Say you need to take out a loan for $1,500. There are two options for repayment: Option A: short-term 6% interest loan with a term of 1 year. Option B: 1-year simple interest amortized loan at 6% interest, with monthly payments. What is the lump sum payment plan for option A? And what is the monthly payment for option B? What formulas did you use and why?
You take a loan from a bank to buy a car with a value of 100000 for 5 years (60 months). You pay 10000 at the beginning and 10000 at the end. If the monthly interest rate is 0.9%. How much is the monthly installment? 1821,43 B) 2390,71 2490,71
You borrow $2,400 to pay for a Caribbean vacation and will pay it off over 2 years with regular monthly What is the regular payment if interest is charged on the loan amount at APR of 8% interest is charged monthly on the balance still Create an amortization table for this loan on Excel What is the total amount of payments made in part a.? What is the total interest
Suppose you are buying your first home for $144,000, and you have $17,000 for your down payment. You have arranged to finance the remainder with a 30-year, monthly payment, amortized mortgage at a 6.40% nominal interest rate, with the first payment due in one month. What will your monthly payments be? Group of answer choices $831.93 $857.64 $753.30 $714.27 $794.39
A payday lender lends money on the following terms: “If I give you $100 today, you will write me a check for $120, which you will redeem or I will cash on your next payday.” Noting that calculated rates would be even higher for closer paydays, assume that the payday is two weeks away. (a) What nominal interest rate per year (r) is the lender charging? (b) What effective interest rate per year (ia) is the lender charging? (c) If the lender started with $100 and was able to keep it, as well as all the money received, loaned out at all times, how much money does the lender have at the end of one year?
You have just purchased a home by borrowing $400, 000 for 30-years at a fixed APR of 3.87%. The loan payments are monthly and interest is compounded monthly. What is the effective annual rate on the loan? (I.e., what is the interest rate once we take into account compounding?) 0.0394 2.1239 2.0394 1.0394 O O
You want to buy a new energy vehicles for ¥715,00 on a 5-year mortgage with annual payment at 7% interest rate per year, and the loan calls for equal annual principal payments. What is the total interest paid on the loan?
(4-8) Annuity Payment and EAR You want to buy a car, and a local bank will lend you $20,000. The loan would be fully amortized over 5 years (60 months), and the nominal interest rate would be 12%, with interest paid monthly. What is the monthly loan payment? What is the loan's EFF%?

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