Calculate the accumulated value of quarterly payments of $100.00 made at the end of each quarter for ten years just after the last payment has been made if interest is 8% p.a. compounded quarterly. Round to two decimal places.  A. $4,003.91 B. $6,040.20 C. $2,040.00 D. $4,415.88 E. $2,015.88 .

Find the future values of the following ordinary annuities: a. FV of $600 paid each 6 months for 5 years at a nominal rate of 6% compounded semiannually. Do not round intermediate calculations. Round your answer to the nearest cent. $ b. FV of $300 paid each 3 months for 5 years at a nominal rate of 6% compounded quarterly. Do not round intermediate calculations. Round your answer to the nearest cent. $ c. These annuities receive the same amount of cash during the 5-year period and earn interest at the same nominal rate, yet the annuity in part b ends up larger than the one in part a. Why does this occur? 819000.0 The annuity in part (b) is compounded more frequently, therefore, more interest is earned on previously-earned interest. V

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Determine the nominal annual rate of interest of the following ordinary general annuity. Term Conversion Period Present Value Periodic Payment Payment Interval $4600 $787.91 1 year 9 years monthly The nominal annual rate of interest is (Round to two decimal places as needed.) % compounded monthly.

Find the compound amount and the amount of interest earned by the following deposit. $3,000 at 4.77% compounded continuously for 9 years. What is the compound amount? (Round to the nearest cent.)

Compute the nominal annual rate of interest compounded quarterly at which $300.00 paid at the end of every three months for six years accumulates to $10.000.00 Came The nominal annual rate of interest is compounded quarterly (Round to two decimal places as needed.)