Cash-flow A consists of a lump sum of $5,000 arriving in year 4. If the interest rate is 6%, compounded annually, what is the "present value" of cash-flow A?
Cash-flow A consists of a lump sum of $5,000 arriving in year 4. If the interest...
Cash-flow A consists of a lump sum of $1,000 today. What is the future value (FV) of cash-flow A in year 6 if the interest rate is 5% compounded annually?
Cash-flow A consists of $2,000 in year 4. Cash-flow B is the "discounted value" (arriving in year 2) of cash-flow A. If the interest rate is 3% compounded annually, how big is cash-flow B?
Cash-flow A consists of $2,000 in year 4. Cash-flow B is the "discounted value" (arriving in year 2) of cash-flow A. If the interest rate is 3% compounded annually, how big is cash-flow B? A. $1,885.19 B. $1,861.22 C. $1,922.51 D. $1,761.22
What lump sum cash-flow in year 7 is equivalent in value to $500 in year 2 if the interest rate is 4% compounded annually?
What lump sum cash-flow in year 5 is equal to $1,000 today if the interest rate is 3% compounded annually?
What lump sum cash-flow in year 7 is equivalent in value to $500 in year 2 if the interest rate is 4% compounded annually? A. $601.22 B. $621.98 C. $657.97 D. $608.33
plz solve Q3.) A lump sum cash flow at end of year I is x, then decreases an amount IG every year until end of gear 8 as the last cash flow. What is the equivalent future value at end of year 8 for all o cash flows from year I to year & above with the annual interest of 6% x= 6000 G=200 is 6%
Find the lump sum deposited today that will yield the same total amount as payments of $9000.00 at the end of each year for 10 years at an interest rate of 3% compounded annually
P4A.8 (similar to) Question Help The following table. . lists the lump sum payout, the timing of that payout, and the discount rate associated with five different investments. Calculate the present value of each investment The present value, PV, of the future sum of Investment A is $ I (Round to the nearest cent.) 11% Investment Future Sum Discount Rate Payout at End of Year $5,000 7% $32,000 2% $11,000 $150,000 6% $40,000 25% (Click on the icon located on...
REQUIRED LUMP SUM PAYMENT Starting next year, you will need $5,000 annually for 4 years to complete your education. (One year from today you will withdraw the first $5,000.) Your uncle deposits an amount today in a bank paying 5% annual interest, which will provide the needed $5,000 payments. How large must the deposit be? Round your answer to the nearest cent. $ How much will be in the account immediately after you make the first withdrawal? Round your answer...