Emma runs a small factory that needs a vacuum oven for brazing small fittings. She can purchase the model she needs for $180,000 up front, or she can lease it for five years for $4200 per month. She can borrow at 7% APR, compounded monthly. Assuming that the oven will be used for five years, should she purchase the oven or should she lease it? O A. Buy, since the present value (PV) of the lease is $32,108 more than the cost of the oven. O B. Lease, since the present value (PV) of the lease is $12,224 less than the cost of the oven. O C. Lease, since the present value (PV) of the lease is $8642 less than the cost of the oven. O D. Lease, since the present value (PV) of the lease is $2212 less than the cost of the oven.

Emma runs a small factory that needs a vacuum oven for brazing small fittings. She can purchase the model she needs for $180,000 up front, or she can lease it for five years for $4200 per month. She can borrow at 7% APR, compounded monthly. Assuming that the oven will be used for five years, should she purchase the oven or should she lease it? O A. Buy, since the present value (PV) of the lease is $32,108 more than the cost of the oven. O B. Lease, since the present value (PV) of the lease is $12,224 less than the cost of the oven. O C. Lease, since the present value (PV) of the lease is $8642 less than the cost of the oven. O D. Lease, since the present value (PV) of the lease is $2212 less than the cost of the oven.

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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Joan has a choice of purchasing a car for $20,000 with 9.7% interest cost to borrow and a 3 year repayment period with monthly payment. Leasing the auto would cost $300 a month for a 3 year term. The sales tax is 6%. The car is expected to have a value of $14,000 at the end of the leasing period. Joan can obtain 7% after tax on similar marketable investments. Should she lease or buy the car?
Jane agrees to buy a car for a down payment of $8000 and payments of $360 per month for 9 years. If the interest rate is 3% per year, compounded monthly, what is the actual purchase price of her car? (Round your answer to the nearest cent.) 42,229.19 X
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? What is the monthly payment on the mortgage? What is the balance outstanding after 60 months? What is the total value of interest paid over the life of the mortgage?How much would Angie pay per week if she decided to change her mortgage payments to weekly instead of monthly?
Ann Is buying a new home for $365,000. She is choosing between 2 loan options. Loan A is a 15-year mortgage at 5% annual interest with a $25,000 down payment and $2688.70 monthly payment. Loan B is a 30-year mortgage at 4% annual interest with a $10,000 down payment and a $1694.82 monthly payment. Which loan has the lowest total cost? a Loan A is lower cost as it is approximately $111,170 less expensive than Loan B. b Loan B is approximately $87,235 less expensive than Loan A. c Loan B is approximately $52,379 less expensive than Loan A. d Loan A is approximately $102,473 less expensive than Loan B.
Rachel purchased a car for $17,500 three years ago using a 4-year loan with an interest rate of 10.8 percent. She has decided that she would sell the car now, if she could get a price that would pay off the balance of her loan. What is the minimum price Rachel would need to receive for her car? Calculate her monthly payments, then use those payments and the remaining time left to compute the present value (called balance) of the remaining loan.
Marie and Danny Would like to buy a house for $220,000. The down payment for the mortgage is 30% of the price of the house. To earn the down payment, they invest $2500 a quarter at 6.2% compounded quarterly. They take a 30-year home mortgage for the rest of the price of the house at 7.3% compounded monthly. They make their regular monthly payments for 5 years, then decide to pay $2000 per month. How much is the down payment? How long will it take Marie and Danny to earn the down payment if they invest $2500 a quarter at 6.2% compounded quarterly? How much is the loan for the mortgage? What is the regular monthly payment? What is the unpaid balance when they begin paying the $2000? How many payments of $2000 will it take to pay off the loan? Give the answer correct to wo decimal places. How much interest will they save by paying the loan this way? Use your answer from #6 to find.
Bob buys a property that costs $1,000,000. The property is projected to generate NOI as follows: Year NOI 1 $100,000 2 $105,000 3 $110,000 Bob will own the property for two years. Bob will sell the property at the end of year 2 at a cap rate that is 250 basis points lower than the cap rate at which he bought the property. Assume Bob finances his purchase with a 50% LTV Fixed Rate IO loan at an annual rate of 5% with annual compounding and annual payments. What is Bob’s annualized IRR for the investment in question? A. 83.54% B. 52.38% C. 78.93% D. 79.71%
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The cost to purchase the house that Bainters are considering is $195,000, but the Bainters plan to make a $40,000 down payment. The Bainters have been approved for a fixed-rate, 30-year mortgage with a 4.2% annual interest rate for the remaining costs. They want to know how much they would pay on their loan each year as well as how much they would pay on their loan after 5 years, 10 years, 15 years, and 30 years. They also want to determine how much they would pay in interest on their loan when they repay the entire loan. What are the amounts? remember to show or explain your calculations) the total amount paid in loan payments after 1year the total amount paid in loan payments after 5years the total amount paid in loan payments after 10 years the total amount paid in loan payments after 15 years the total amount paid in loan payments after 30 years

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