What is the future value of $5,700 invested for 18 years at 9% compounded annually? a. $26,397.74 b. $26,887.59 c. $28,511.15 d. $27,513.06 e. $27,520.22
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- What is the future value of $2,000 invested at the beginning of each year for six years at 4%? a. $13,796.59 Ob.$13,286.11 C. $14,426.67 Od. $14,020.33What will be the future value of $5 000 invested for six years at 8% per annum compounded annually? Select one: a. $7 543.46 b. $7 923.37 c. $7 934.37 d. $6 532.81What is the future value of a lump sum of $18,443 invested for 15 years at 3.2 percent compounded annually? $29,581.97 $348,092.67 $29,786.22 $400,306.57
- If $11,000 is invested at an annual rate of 6.5% compounded continuously, find the future value after 7 1/2 years. $17,840.60 $17,910.65 $17,887.10 $13,511.52 $16,362.50i need the answer quicklyWhat is the future value of $3,078 invested for 8 years at 6 percent compounded annually? Multiple Choice O O O O $7,819.20 $7,621.01 $3,885.90 $4,905.86 $3,899.12
- If $2500 were invested for 5 years at 10% nominal interest compounded daily, what would be the future amount? Select one: a. $4121.73 b. $6521.73 c. $3121.73 d. $5121.73What is the present value (PV) of an investment that pays $80,000 every year for four years if the interest rate is 6% APR, compounded quarterly? A. $331,614 B. $276,345 C. $359,248 D. 303, 979If you invested $10,000 for ten years at 6% p.a. compounded monthly, how much in total would you have after ten years? Select one: a. $17,908.48 b. $18,391.79 c. $18,193.97 d. $24,616.44
- What is the present value (PV) of an investment that pays $90,000 every year for four years if the interest rate is 9% APR, compounded quarterly? O A. $347,535 B. $318,574 OC. $376,496 O D. $289,613What is the present value (PV) of $300,000 received five years from now, assuming the interest rate is 9% per year? O A. $194,979 B. $243,724 C. $341,214 O D. $180,000How much should be invested now to have $15,000 in six years if interest is 4% compounded quarterly? Select one: a. $11,813.49 b. $12,096.77 c. $11,854.72 d. $14,130.68