Question

In: Finance

Consider a mortgage loan of $300,000, to be amortized over thirty years with monthly payments. If...

Consider a mortgage loan of $300,000, to be amortized over thirty years with monthly payments. If the annual percentage rate on this mortgage is 4% :

What is the monthly payment on this loan?

What is the balance of this loan AFTER the 14th payment is made?

How much of the 8th payment is allocated to interest?

How much of the 19th payment is allocated to principal?

Solutions

Expert Solution

Calculation for each part is shown below

Working is given below


Related Solutions

You obtain a loan of $300,000 at 5.75% amortized over thirty years with monthly payments.
Can you please help me the steps of this Finance Math problem?You obtain a loan of $300,000 at 5.75% amortized over thirty years with monthly payments. You are required to pay closing costs and fees of 1.0% of the loan amount to the lender. What is the yield of the loan if paid off at maturity?
You obtain a loan of $150,000 at 5.875% amortized over thirty years with monthly payments.
You obtain a loan of $150,000 at 5.875% amortized over thirty years with monthly payments. You are required to pay closing costs and fees of 2.0% of the loan amount to the lender. What is the yield of the loan if paid off at the end of 5 years? 
A mortgage of 198,000 is to be amortized by monthly payments over 22.5 years. If the...
A mortgage of 198,000 is to be amortized by monthly payments over 22.5 years. If the payments are mafe at the end of each month and interest is 8.75% compounded semi-amnually, what is the size of monthly payments?
) A $30 000.00 mortgage is amortized by monthly payments over twenty years and is renewable...
) A $30 000.00 mortgage is amortized by monthly payments over twenty years and is renewable after five years. a) If the interest rate is 8.5% compounded semi-annually, calculate the outstanding balance at the end of the five-year term. b) If the mortgage is renewed for a further three-year term at 8% compounded semi-annually, calculate the size of the new monthly payment. c) Calculate the payout figure at the end of the three-year term.
A loan amount of L is amortized over six years with monthly payments (at the end...
A loan amount of L is amortized over six years with monthly payments (at the end of each month) at a nominal interest rate of i(12) compounded monthly. The first payment is 500 and is to be paid one month from the date of the loan. Each subsequent payment will be 1% larger than the prior payment. (a) If i(12) = 9%, find the principal repaid in the 25th payment. (b) If i(12) = 12%, find the amount of loan...
An $600,000 Mortgage is amortized by monthly payments over 25 years. The interest rate charged is...
An $600,000 Mortgage is amortized by monthly payments over 25 years. The interest rate charged is 4% compounded semi-annually. 1.What is the size of the monthly payment to the nearest dollars? 2.How much interest paid in the first payment? 3.What is the outstanding balance after the first payment?
The Grewals agreed to monthly payments on a mortgage of $363,000.00 amortized over 25 years. Interest...
The Grewals agreed to monthly payments on a mortgage of $363,000.00 amortized over 25 years. Interest for the first five years was 4.3% compounded semi-annually. a. Determine the Grewals’ monthly payments. b. Determine the balance owing after the 5-year term. c. Before renewing for another term of 5 years at 4.5% compounded semiannually, the Grewals make an additional payment of $21,000. If they keep the same monthly payments, by how much will the amortization period be shortened? note; sir i...
The Grewals agreed to monthly payments on a mortgage of $336,000.00 amortized over 20 years. Interest...
The Grewals agreed to monthly payments on a mortgage of $336,000.00 amortized over 20 years. Interest for the first five years was 4.5% compounded semi-annually. a. Determine the Grewals’ monthly payments. b. Determine the balance owing after the 5-year term. c. Before renewing for another term of 5 years at 4.3% compounded semiannually, the Grewals make an additional payment of $12,000. If they keep the same monthly payments, by how much will the amortization period be shortened?
A loan is being amortized over​ n-years with monthly payments of​ $295.32. The rate of interest...
A loan is being amortized over​ n-years with monthly payments of​ $295.32. The rate of interest on the loan is j12=12%. The principal repaid in the 25th payment is​ $206.41.What is the size of the​ loan? ​
A loan is amortized over five years with monthly payments at an annual nominal interest rate...
A loan is amortized over five years with monthly payments at an annual nominal interest rate of 6% compounded monthly. The first payment is 1000 and is to be paid one month from the date of the loan. Each succeeding monthly payment will be 3% lower than the prior payment. Calculate the outstanding loan balance immediately after the 40th payment is made.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT