Question

A person wants to buy a house after seven years by making semiannual deposits of $...

A person wants to buy a house after seven years by making semiannual deposits of $ 40,000 in a bank account that pays 10%.

1) Compute the price of the house.

2) Three years later, directly after making the sixth payment, the person passed away. His son decided to buy the house on the same day that his father wanted to buy it. However, he noticed that his father’s payments did not take into consideration the inflation rate of 5% that started three years ago and is expected to continue at the same rate for a long time. The son decided to make annual deposits at the start of each year, starting year four.

Compute the amount of the annual payments that the son has to make in order to be able to buy the house taking into consideration the inflation rate

Homework Answers

Answer #1

Dear Student,

I've solve your posted problem on a paper.

Pasting the images (4) of the solution here. Please refer to that.

You can always reach me in case of further clarity,if needed.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Now a person who is 40 years old wants to buy a house that will cost...
Now a person who is 40 years old wants to buy a house that will cost 12000 dollars when he turns 65. Now that the bank has 3000 dollars in money and the semi-annual compound can fulfill this request for 6% annual nominal interest rate?
Emile wants to buy a house. Today the price of the house is $500000, but because...
Emile wants to buy a house. Today the price of the house is $500000, but because of inflation the price increases 1% per year. Emile has an investment account where he earns 7% compounded annually. Currently, Emile has $250000 in his account. Give all of your answers to 2 decimal places, including the number of years; assume the Theoretical Method for computing A(t) for fractional periods (years). a) How many years until Emile has (at least) today's price of the...
Mustafa is saving to buy a house. His goal is $700000. The interest rate is 6%...
Mustafa is saving to buy a house. His goal is $700000. The interest rate is 6% compounded annually, and his plan is to make deposits of $P at the end of every month for 5 years. a) What is the effective monthly rate? b) What is $P? After 2 years, the interest rate changes to 8%. c) How much money has he saved so far? d) If he keeps on making the same monthly deposit, how much money will he...
Mustafa is saving to buy a house. His goal is $500000. The interest rate is 5%...
Mustafa is saving to buy a house. His goal is $500000. The interest rate is 5% compounded annually, and his plan is to make deposits of $P at the end of every month for 6 years. a) What is the effective monthly rate? b) What is $P? After 2 years, the interest rate changes to 5%. c) How much money has he saved so far? d) If he keeps on making the same monthly deposit, how much money will he...
Alexis want to buy a house in 5 years. She wants to save $75,000 over the...
Alexis want to buy a house in 5 years. She wants to save $75,000 over the next five years for a down payment. If she can earn an annual rate of 9% on her savings, how much must she deposit in equal payments at the end of each month for the next five years to reach her goal? A) $1,250                    B) $765.87                  C) $994.38                  D) $8,420.13 Alexis is ready to buy her house. She will purchase the $450,000 house with...
You plan to buy the house of your dreams in 17 years. You have estimated that...
You plan to buy the house of your dreams in 17 years. You have estimated that the price of the house will be $88,158 at taht time. You are able to make equal deposits every month into a savings account at an annual rate of 3.33 percent, compounded monthly. How much money should you place in this savings account every month in order to accumulate the required amount to buy the house of your dreams? Round the answer to two...
Person P got a house for $200,000 and made a $60,000 down payment. He obtained a...
Person P got a house for $200,000 and made a $60,000 down payment. He obtained a 30 - year loan for the remaining amount. Payments were made monthly. The nominal annual interest rate was 6%. After 10 years (120 payments) he sold the house and paid off the loan’s remaining balance. (a) What was his monthly loan payment? (b) What must he have paid (in addition to his regular 120th monthly payment) to pay off the loan?
Eighteen years ago, George Jetson borrowed $525,000 to buy a house in California. The interest rate...
Eighteen years ago, George Jetson borrowed $525,000 to buy a house in California. The interest rate on his 30 year, monthly payment loan, was 6.375% p.a. Assuming that George made all of his required monthly payments on time, what is the payoff on his loan immediately after he made his most recent payment (i.e., payment number 216)?
A bank recently loaned you $750,000 to buy a house. The loan is for 30 years...
A bank recently loaned you $750,000 to buy a house. The loan is for 30 years and is fully amortized. The nominal rate on the loan is 3.5%, and payments are made at the end of each month. What will be the remaining balance on the loan after you make the 130th payment? a. $548,125.07 b. $578,363.22 c. $545,890.73 d. $548,532.38 e. $563,738.89
Assume that your father is now 50 years old, plans to retire in 10 years, and...
Assume that your father is now 50 years old, plans to retire in 10 years, and expects to live for 25 years after he retires - that is, until age 85. He wants his first retirement payment to have the same purchasing power at the time he retires as $40,000 has today. He wants all his subsequent retirement payments to be equal to his first retirement payment. (Do not let the retirement payments grow with inflation: Your father realizes that...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT