The owners of the New Grill restaurant needs to replace aging appliances. They can afford quarterly payments of $19, 000. If the interest rate is 5.75% per year compounded quarterly, and the loan is amortized over 15 years, then what is the largest loan they can afford?.
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The owners of the New Grill restaurant needs to replace aging appliances. They can afford quarterly...
13-19 odd please 13. A $10,000 loan is to be amortized for 10 years with quarterly payments of $334.27. If the interest rate is 6% compounded quarterly, what is the unpaid balance immediately after the sixth payment? 14. A debt of $8000 is to be amortized with 8 equal semi- annual payments of $1288.29. If the interest rate is 12% compounded semiannually, find the unpaid balance immediately after the fifth payment. 15. When Maria Acosta bought a car 2 years...
dont look at my writing. 203000 manthly peyment . We cas afford to make payments of $300 per month for our years. We can get a loan at an APe of4% How much money can we afford to borrow? Mailings Review View AaBbCcDdEe AaBbCcDdEe AaBbCcD AaBbCo Normal No Spacing Heading1 Headi d improvements, choose Check for Updates. 7. Suppose we invest $10,000 in a texear certificate of deposit that pays an apr of 6% a. find the value of the...
Neal is buying a new sailing boat. He can afford $1900 monthly payments. If the store charges 4.9% interest rate, compounded monthly, and Neal wants to pay off his loan in 6 years, what is the most expensive boat he can buy? Express your answer rounded to the nearest cent!
22. Phil can afford paying $200 a month for 5 years for a car loan. If the interest rate is 7.5 percent per year compounded monthly, how much can he afford to borrow to purchase a car? Phil will make the loan payments at the end of each month. A. $8,750.00 B. $9,348.03 C. $9,981.06 D. $10,266.67 E. $10,400.00
2. Two years ago the Krusty Krab Restaurant purchased a grill for $50,000. The owner, Eugene Krabs, has learned that a new grill is available that will cook Krabby Patties twice as fast as the existing grill. This new grill can be purchased for $80,000 and would be depreciated straight line over 8 years, after which it would have no salvage value. Eugene Krab expects that the new grill will produce an operating income (which is equal to revenue minus...
Question 14 (6 points) Rick wishes to purchase a new car and can afford monthly payments of up to $275 per month. Finance is available and the terms are that the loan lasts for 6 years, and the annual interest rate is 8%. What is the maximum price for at car that Ryan's budget can afford? Round your answer to the nearest hundred dollars.
James wants to take out a loan. He can afford to make monthly payments of 100 dollars and wants to pay the loan off after exactly 30 years. What is the maximum amount that James can afford to borrow if the bank charges interest at an annual rate of 8 percent, compounded monthly? (Give your answer, in dollars, correct to the nearest dollar.) Nicola borrows 60000 dollars from a bank that charges interest at an annual rate of 10 percent,...
Two years ago the Krusty Krab Restaurant purchased a grill for $50,000. The owner, Eugene Krabs, has learned that a new grill is available that will cook Krabby Patties twice as fast as the existing grill. This new grill can be purchased for $100,000 and would be depreciated straight line over 8 years, after which it would have no salvage value. Eugene Krab expects that the new grill will produce EBITDA of $50,000 per year for the next eight years...
• 1) A new car is purchased and a $20,000 loan is taken. The loan is for 5 years (60 months) and the interest rate is 7.9% compounded monthly. What is the monthly payment? • 2)A new car is purchased and a $20,000 loan is taken. The loan is for 5 years (60 months) and the interest rate is 7.9% compounded monthly. What is the balance after 3 years? . 3) A new car is purchased and a $30,000 loan...
A person needs $5,000 in four years. The person can afford to deposit $275 every three months into an account. Determine to the nearest .01% the nominal rate of interest converted quarterly that is needed to accumulate $5,000.