1. The present value of a single future sum: a. increases as the number of disco
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1. The present value of a single future sum: a. increases as the number of discount periods increases. b. is generally larger than the future sum c. depends upon the number of discount periods. d. increases as the discount rate increases 2. At 8 percent compounded annually, how long will it take $750 to double? a. 6.5 years b. 48 months c. 9 years d. 12 years 3. If you have $20,000 in an account eaning 8 percent annually, what constant amount could you withdraw each year and have nothing remaining at the end of 5 years? a. $3,525.62 b. $5,008.76 C. $3,408 88 d. $2,465.78 You just purchased a parcel of land for $10,000. If you expect a 12 percent annual rate of return on your investment, how much will you sell the land for in 10 years? a. $25,000 b. $31,060 C. $38,720 d. $34,310 5. A commercial bank will loan you $7,500 for two years to buy a car. The loan must be repaid in 24 equal monthly payments. The annual interest rate on the loan is 12 percent of the unpaid balance. How large are the monthly payments? a. $282.43 b. $390.52 C. $369 82 d. $353.05 6. If you place $50 in a savings account with an interest rate of 7% compounded weekly, what will the investment be worth at the end of five years (round to nearest dollar)? a. $72 b. $70 . $71 d. $57 7, What is the annual compounded interest rate of an investment with a stated interest rate of 6% compounded quarterly for 7 years (round to the nearest. 1%)? a, 51.7% C. 10.9% 8, What is the value of $750 invested at 7.5% compounded quarterly for 4.5 years (round to nearest $1)? $1,048 b. $1,010 C. $1,038 d. $808Explanation / Answer
As per Chegg policy I have provide below answer of first 4 question. To get answer for rest of question please raise new request (each containing of 4 question maximum) Answer 1. Present value of single future sum : Depend on the number of discount period. With increase in number of discount period or discount rate PV will reduce and PV will always lower than future value. Correct answer is option C. Answer 2 Given that - Present value 750 interest rate 8.00% compounded Annually Future value 1,500 We can calculate number of month required to pay amount using financial calculator Put in financial calculator - I= 8.00% PV= $ (750) PMT= 0 0 FV= 1,500 Compute for N = 9.0 year Hence, Correct answer is option c. Answer 3 Present value -20000 interest rate 8.00% compounded Annually Future value 0 Number of year 5.00 We can calculate amount required to with drwa per month using financial calculator Put in financial calculator - I= 8.00% PV= $ 20,000 PMT= ? 0 FV= 0 N= 5 Compute for PMT = 5008.76 Hence, Correct answer is option b. Answer 4 purchase price = 10000 Number of year= 10 Annual required return= 12% Value of land after 10 year = =purchase price *(1+rate)^number of year =10000*(1+0.12)^10 $31,060.0 Correct answer is option b
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