You purchase a plot of land worth $54,000 to create a community garden. To do so, you secure a 10-year loan, charging 5.22% APR, compounded monthly, and requiring monthly payments of $505. (Assume the value of the land is still $54,000. Round each answer to the nearest dollar.) (a) Assuming that you put some money down, what was your original loan amount (in dollars)? X $ (b) What is the outstanding balance (in dollars) on your loan after making 4 years of payments? $ 170255.84 X (c) How much equity (in dollars) do you have in the garden after 4 years? $ X

You purchase a plot of land worth $54,000 to create a community garden. To do so, you secure a 10-year loan, charging 5.22% APR, compounded monthly, and requiring monthly payments of $505. (Assume the value of the land is still $54,000. Round each answer to the nearest dollar.) (a) Assuming that you put some money down, what was your original loan amount (in dollars)? X $ (b) What is the outstanding balance (in dollars) on your loan after making 4 years of payments? $ 170255.84 X (c) How much equity (in dollars) do you have in the garden after 4 years? $ X

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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You purchase a plot of land worth $54,000 to create a community garden. To do so, you secure a 10-year loan, charging 5.22% APR, compounded monthly, and requiring monthly payments of $505. (Assume the value of the land is still $54,000. Round each answer to the nearest dollar.) (a) Assuming that you put some money down, what was your original loan amount (in dollars)? $______ (b)What is the outstanding balance (in dollars) on your loan after making 4 years of payments? $______ (c)How much equity (in dollars) do you have in the garden after 4 years? $_____ Please answer all subparts. I will really upvote
You purchase a plot of land worth $58,000 to create a community garden. To do so, you secure a 10-year loan, charging 5.11% APR, compounded monthly, and requiring monthly payments of $505. (Assume the value of the land is still $58,000. Round each answer to the nearest dollar.) (a) Assuming that you put some money down, what was your original loan amount (in dollars)? $ (b) What is the outstanding balance (in dollars) on your loan after making 4 years of payments? (c) How much equity (in dollars) do you have in the garden after 4 years?
You purchase a plot of land worth $56,000 to create a community garden, by securing a 20-year loan charging 8.79% APR, compounded monthly, and requiring monthly payments of $405. Round all answers to the nearest dollar. a. Assuming that you put some money down, what was your original loan amount? Original Loan Amount: $ b. What is the outstanding balance on your loan after making 5 years of рayments? Outstanding Balance After 5 Years: $ c. How much equity do you have in the garden after 5 years? Equity After 5 Years: $
b) You have decided to buy an apartment costing $140,000. At present you have $10,000 to be paid as down payment and your bank CAB agrees to provide you with the remaining amount of money. The interest rate is 12% to be repaid in 5 years period. Find the annual payment to be amortized and also prepare a schedule of amortization.
A property has a FMV of $7,500,000. If the property owner can only secure a loan with an LTV of 70%, a loan amortization of 30 years, and an interest rate of 8.125%, then a) What is the monthly payment for this loan? and b) What is the outstanding balance on the loan after eight years? (Make sure to show how you arrived at your answer by identifying inputs if you used your hand-held calculator).
A borrower is purchasing a property for $1,800,000 and can choose between two possible loan alternatives. The first is a 75% loan for 25 years at 9% interest and 1 point and the second is an 80% loan for 25 years at 9.25% interest and 1 point. Assume the loan term will be 5 years. What is the incremental cost of borrowing the extra money?
You are assiting a newly hired employee. You begin explaning the process of utilizing excel to finance properties. Consider the following. A realator has a house on sale for $640,000. If possible you believe you can finance the home for $300,000 for 20 years at a 3% interest rate. What would the monthly principle and interest payment be for the acquird loan? Calculate using the PV funtion in excel. How would you caluclate this in Excel using the PV function? Rate: Nper: Pmt: FV: Type:
You decide to borrow $250,000 to build a new home. The bank charges an interest rate of 8% compounded monthly. If you pay back the loan over 30 years, what will your monthly payments be (rounded to the nearest dollar)? Select one: a.$1,123 b.$1,237 c.$1,687 d.$1,834 e.None of these solutions is correct
When purchasing a $210000 house, a borrower is comparing two loan alternative. The first loan is a 90% loan at 10.25% for 25 years. The second loan is an 85% loan for 9.75% over 15 years. Both have monthly payments and the property is expected to be held over the life of the loan. What is the incremental cost of borrowing the extra money? A. 20.25% B. 16.17% C. 11.36% D. 12.42% Please show all steps
there is a house on sale for $800,000. You believe you can finance the home for $500,000 for 20 years at a 2% interest rate. What would the monthly principle and interest payment be for the acquird loan? Calculate using the PV funtion in excel.
Assume you bought a car using a loan that requires payments of $3,000 to be made at the end of every yearfor the next three years. The loan agreement indicatesthe annual interest rate is 6 percent. Which table in thisappendix would you use to calculate the car’s equivalentcost if you were to pay for it in full today?a. Table C.1 (Future Value of $1)b. Table C.2 (Present Value of $1)c. Table C.3 (Future Value of Annuity of $1)d. Table C.4 (Present Value of Annuity of $1)
A borrower is purchasing a property for $200,000 and can choose between two possible loan alternatives. Loan A is a 90% loan for 25 years at 8% interest and 2 points and Loan B is a 95% loan for 25 years at 8.75% interest and 1 point. Assume the loans will be held to maturity, what is the incremental cost of borrowing the extra money? Assume that the loans will be repaid in 5 years. What is the incremental cost of borrowing the extra money? Rework parts (a) and (b) assuming the lender is charging 3 points on Loan A and 2 point on Loan B. What is the incremental cost of borrowing?

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