Question 22:
TRUE
For an amortized loans with fixed payments(like a mortgage), the amount of principal reduction increases with each payment.
This is because, the interest component is more in the beginning, which reduces with each passing year and thus the principal component in the total fixed payment made increases.
Answer Question 22 (3 points) For an amortized loan with fixed payments (like a mortgage), the...
e True False Question 23 (3 points) There is an inverse relationship between risk and present value. True False Question 24 (3 points) Saved Which of the following investments would have the lowest present value? Assu effective annual rate for all investments is the same and is greater than zero. 1) Investment A pays $250 at the end of every year for the next 10 years (a 2 Investment B pays $125 at the end of every 6-month period for...
Question 24 (3 points) Which of the following investments would have the lowest present value? Assume that the effective annual rate for all investments is the same and is greater than zero. 1) Investment A pays $250 at the end of every year for the next 10 years (a total of 10 payments). 2) Investment B pays $125 at the end of every 6-month period for the next 10 years (a total of 20 payments). 3) Investment C pays $125...
Question 5 (3 points) The total value of all of your mortgage payments is a present value True False Question 6 (5 points) All things being equal you can calculate the future value of money through the following equation() Time/Interest * number of compounding periods Interest/compounding periods Time O Principal Interest/compounding period Time all of the above
All the below are true or false: a) The principal part of a fixed mortgage loan payment can be found by multiplying the periodic interest rate by the ending balance for a given period. b) For fixed-rate fully amortized mortgage loans, more of the fixed payment goes towards principal as we approach the end of the loan term. c) We can find the amount needed to pay off a fixed-rate fully amortized mortgage loan at any point in time by...
Question 2 of 6 Christopher's student loan of $23,000 at 2.82% compounded quarterly was amortized over 6 years with payments made at the end of every month. What was the principal balance on the loan after 4 years? Round to the nearest cent Submit Question Next Question
A $180,000 mortgage is to be amortized by making monthly payments for 25 years. Interest is 5.62% compounded semiannually for a 4-year term. a. Compute the size of the monthly payments. __________ b. Determine the balance at the end of the 4-year term. _____________ c. If the mortgage is renewed for a 5-year term at 5.30% compounded semiannually, what is the size of the monthly payment for the renewal period? ____________ I have had an inaccurate answer on this question...
Assume that you have a 30 year fully-amortized fixed rate mortgage for your home. Your loan amount is $300,000 with a 3% annual interest rate. After 28 years, you would like to sell the property. What is your loan balance at the end of 28 years? Assume that you have a 30 year fully-amortized fixed rate mortgage for your home. Your loan amount is $300,000 with a 3% annual interest rate and your balloon payment is $50,000. What is your...
Question 4 of 6 Helen's student loan of $23,000 at 4.62% compounded quarterly was amortized over 5 years with payments made at the end of every month. What was the principal balance on the loan after 3 years? Round to the nearest cent
Question 4 of 5 A $85,000 loan was amortized over 14 years at 4.00 % compounded annually. Payments were made at the end of every month to clear the loan. a. What is the size of the payments at the end of every month? $0.00 Round to the nearest cent b. What was the balance at the end of 4 years? $0.00 Round to the nearest cent c.What was the interest portion of payment 84? $0.00 Round to the nearest...
A debt of $10 000 will be amortized by payments at the end of each quarter of a year for 10 years. Interest is at j4 = 10%. Determine the outstanding balance at the end of 6 years. The Steins buy a house and take out a $255 000 mortgage. The mortgage is amortized over 25 years with monthly payments at j2 = 9%. After 3 and a half years, the Steins sell their house and the buyer wants to...