6. You borrow $1000 to pay for a repair on your car to be paid back in 12 months. Your credit isn't in the best condition and you borrow at an APR of 18%compounded monthly. Complete the table below describing the first 4 payments. First, the monthly payment then complete the table below.a. Calculate the monthly paymentb. Complete the four - month amortization table below.c. How much interest will you pay in total by the end of the loan?a. calculate tne nY payb. Complete the four-month amortization table below (2 pts for table)Applied to BalanceowedPaymentPaymentApplied to InterestOutstanding Balancenurber:2

Equated Monthly Installments is one part of the equally divided monthly outgoes to clear off an…

Answered: 6. You borrow $1000 to pay for a repair…

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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Similar questions

your credit card has a balance of $4,500 and an annual interest rate of 16%. you decide to pay off the balance over 3 years. if there are no further purchases charged to the card, a.- how much must you pay each month? b.-what is the total interest paid over 3 years?
A $17,131 loan was made to you on January 1. The interest rate for the year is 7%. Every year, interest is compounded. There have been no yearly payments required, but after nine years, you must pay back the entire amount borrowed, including interest. How much will you pay back? Give your response a two-decimal place number.
How much must be deposited today into the following account in order to have $75,000 in 7 years for a down payment on a house? Assume no additional deposits are made. An account with monthly compounding and an APR of 7%. How much should be deposited today?
For the following loan, calculate the monthly payment and then complete the partial amortization schedule for the first three months. A home mortgage of $161,000 with a fixed APR of 3% for 30 years. Round all final answers to the nearest cent as needed. a) The monthly payment including principal and interest would be $ b) Complete the partial amortization table for the mortgage. End of.. Month 1 Month 2 Month 3 Interest Payment Toward Principal $ Outstanding Balance GA
A man secured a P 7,498 loan at 4 % interest rate. Find the annual amortization to extinguish it in 4 years if payments are done every beginning of the month.
2. Say you purchase a computer for $1300 at 7% interest and want to have it paid off in 48 months. Use the simple interest formula. a) Calculate the monthly payment necessary to pay off the principal and the interest. b) Calculate the APR. Write out the formula first to show your work.
A mortgage of $656,000 is amortized over 25 years by making end-of-month payments of $4,120. Your calculator must be set to 2 decimals before doing any calculations that are going to involve Amortization. a.) What is the annual rate of interest compounded semi-annually? (Correct to exactly 4 decimal places.) Once you have seen what this is, to 4 decimal places, set your calculator back to 2 decimal places before using the AMORT function. b.) What is the value of the final (partial) payment? The final payment required to make the outstanding balance equal exactly zero. (Use the BAII+: Do not calculate this by hand.) c.) What is the total interest cost for the debt over 25 years (300 payments)? (Use the BAII+: Do not calculate this by hand.)
You have an outstanding credit card balance of $3,000. You decide to stop making new charges and pay $450 each month until the balance is paid. If your annual interest rate is 18%, how many months will it take you to pay off your balance?
Consider a 30-year home mortgage of $100,000 at 6% per year. What is the monthly payment? Use Theorem 1 as attached to make an amortization schedule of the first 6 months: Month (k) Principal P(k) Interest I(k) Balance due B(k) 1 2 3 4 5 6 where P(k) is the amount paid to the principal in the k’th payment, I(k) is the amount paid to interest in the k’th payment, B(k) is the balance due after the k’th payment.
The Clarks are arranging a $90,000 mortgage loan from their bank. The mortgage is to be amortized by making monthly payments over 20 years. The Interest on the loan will be 7.9% compounded semlannually. a. What is the size of the monthly payments? b. Vhat Is the principal repaid by the 20th payment? c. What is the outstanding balance after two years (I.e. 24 months)? d. How much interest will the Clarks pay in the first two years?
5) You have a 25-year $800,000 mortgage that you make monthly payments on. The quoted rate of is 4.54% compounded semi-annually. Show the amortization table for the first 3 payments. How much interest payments have you done after the first 3 payments. What is the balance of the loan at the end of year 12?
Watch the video and then solve the problem given below. Click here to watch the video. You are considering a loan with an annual rate of 8%. The mortgage is $130,000 with 180 monthly payments of $1242.35 for 15 years. Complete the first two months of the amortization table. (Simplify your answers. Round to the nearest cent as needed.) Payment number Interest payment Principal payment Balance of loan 1

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