Seema takes out a 5 year mortgage for $950,000 at an interest rate of i(52) = 4.875%. The amortization period is 20 years and she will make weekly payments. After 3 years the rate changes to i(52) = 4.500%. What is the outstanding balance at the end of the term (5 years) of the mortgage (taking into account the change in rates!)? a. $784,671.52 b. $706,204.36 c. $761,131.37

Seema takes out a 5 year mortgage for $950,000 at an interest rate of i(52) = 4.875%. The amortization period is 20 years and she will make weekly payments. After 3 years the rate changes to i(52) = 4.500%. What is the outstanding balance at the end of the term (5 years) of the mortgage (taking into account the change in rates!)? a. $784,671.52 b. $706,204.36 c. $761,131.37

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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Seema takes out a 4 year mortgage for $1,125,000 at an interest rate of i(12) = 2.625%. The amortization period is 20 years and she will make monthly payments. What is the outstanding balance at the end of 2 years?
Maria takes out a 30-year mortgage for $154,886 at an annual interest rate of 5.7%. How much does she still owe when there is 1 year left on the loan? Round your answer to the nearest dollar.
Ife takes out a 3 year mortgage for $1,125,000 at an interest rate of i(2) = 4.500%. The amortization period is 30 years and she will make weekly payments. What is the outstanding balance at the end of 1 year? O a. $1,084,582.78 O b. $1,106,717.12 O c. $1,029,246.92 O d. $1,040,314.09 e. $1,128,851.46
2. Sue borrows $600,000 at 3.85%. The mortgage is for 30 years. A. What is the monthly payment? B. How much interest will be paid over the life of the loan? C. Recalculate the total interest rate if the rate changes from 3.85% to 6.85 %. What is the total interest paid over the life of the 6.85% loan?
Angie wants to obtain a $500,000 mortgage, amortized over 25 years. Interest rates are currently 8%, compounded twice a year. What is the Effective Annual Interest Rate? a. 7.8698% b. 8.0% O c. 8.4% O d. 8.16% What is the monthly payment on the mortgage? a. $3,776.51 O b. $3,816.07 O c. 3,912.23 O d. $3,666.84
Celine has established that she can afford a weekly payment of $1,450.00. She would like to have a mortgage with an amortization of 25 years and a 7-year term. Current interest rates for a 7-year term are 6.55% compounded semi-annually not in advance. What the maximum conventional mortgage amount Celine would be able to acquire? a) $215, 498.80 b) $467,590.16 c) $935, 413.12 d) $935, 760.22please give me the answer with explaination and with right calculations
3. Ann obtains a fully amortizing 30-year Fixed Rate Mortgage with monthly payments for the $1,500,000 at 7.05%. How much does Ann need to pay monthly? ( Explain well with proper step by step answer) .
Suresh buys a house for $794,357.30 with a down payment of $72,214.30 and a mortgage for the balance. The mortgage is for 3 years, and the amortization period is 15 years. Suresh will make weekly payments and the mortgage rate is r(2) = 8.250%. %3D a) How much are the weekly payments? $ 1759.11 b) What is the outstanding balance at the end of the term of the mortgage? $ 702066.58 c) How much does Suresh still owe on the mortgage if he sells the house after 1 years? $ 766044.61
If Clare takes out a mortgage for 22 years at an interest rate of 3% and her monthly repayments are $984, what is the principal loan amount? Round your answer to the nearest dollar.Do NOT round until you have calculated the final answer.
Sandra gets a $250,000, 30 year mortgage with annual payments of 4.0% rate. What is the balance of the loan after 20 years? Choose the closest. a) $117,264 b) $83,250 c) $14,458 d) $196,482
7. Joan Tanaka borrows $80,000 at 14 percent interest toward the purchase of a vacation home. Her mortgage is for 25 years. a. How much will her annual payments be? (home payments are usually on a monthly basis, but we shall do our analysis on an annual basis for ease of computation.) b. How much interest will she pay over the life of the loan?
Jack takes out a mortgage for $725,000 at an interest rate of i(2) = 7.250%. The amortization period is 30 years. What is his weekly payment? a. $1,182.96 b. $1,126.62 C. $923.83 d. $1,171.69 e. $957.63

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