eries of equal semi-annual payments of $1,000 for 3 years is equivalent to what present amount at an interest rate of 12% compounded annually A.$2,402 B.$4,944 C.$4,804

Find the compound amount for the following deposit. $18,000 at 6% compounded semi-annually for 7 years. The compound amount after 7 years will be $ (Round to the nearest cent.)

n.c.

Using the appropriate PV​ table, compute the present value of the following​ amounts: a. $24,000 payable at the end of each year for 5  years with 12​% interest compounded annually.b.  $16,000 receivable at the beginning of each semiannual period for 20 years with 10​% interest compounded semiannually.c. $3,000 payable at the beginning of the​ seventh, eighth, and ninth years at 3​% compounded annually.

Consider a loan of $2.5 million that is paid quarterly over a period of 10 years. Calculate the dollar amount of interest and loan principal repaid corresponding to each payment if the interest rate is 9% per year, compounded quarterly. What is the 5th Quarter Interest and also the 5th Quarter Principal Repayment respectively O a $157,274.15 and $232,276.07 O b. $97,158.12 and $95,032.24 O c. $46,919.62 and $32,752.85 O d. $52,601.74 and $42,841.70

A loan of $25,000 at an annual rate of 14% is repayable through 5 annual year-end payments. The annual payment amount is close to: Answer A. $7,282 B. $5,000 C. $3,500 D. $8156

A loan of $ 10,000 is amortized by equal annual payments for 30 years at an effective annual interest rate of 10 % Determine the year in which the interest portion of the payment is most nearly equal to one-half of the payment. The year that the interest portion of payment is most nearly equal to one-half of the payment= ?

A DEBT OF P10,000.00 WITH 10% INTEREST COMPOUNDED SEMI-ANNUALLY IS TO BE AMORTIZED BY SEMI-ANNUAL PAYMENTS OVER THE NEXT 5 YEARS. tHE FIRST DUE IS IN 6 MONTHS. DETERMINE THE SEMI-ANNUAL PAYMENTS.   a.P1,400.45 b.P1,295.05 c.P1,193.90 d.P1,200.00

K (Compound annuity) What is the accumulated sum of each of the following streams of payments? a. $500 a year for 8 years compounded annually at 10 percent. b. $104 a year for 7 years compounded annually at 9 percent. c. $32 a year for 12 years compounded annually at 11percent. d. $21 a year for 6 years compounded annually at 6 percent.

Present Value of an Annuity Determine the present value of $310,000 to be received at the end of each of four years, using an interest rate of 6%, compounded annually, as follows: a.  By successive computations, using the present value of $1 table in Exhibit 5. Round to the nearest whole dollar. First year $fill in the blank 1 Second Year   fill in the blank 2 Third Year   fill in the blank 3 Fourth Year   fill in the blank 4 Total present value $fill in the blank 5 b.  By using the present value of an annuity of $1 table in Exhibit 7. Round to the nearest whole dollar.$fill in the blank 6 c. Why is the present value of the four $310,000 cash receipts less than the $1,240,000 to be received in the future?The present value is less due to..........................over the 4 years.