Question

) What annual percentage rate (APR) would Rayne need to earn if she deposits S1,000 per month into an account beginning one month from today in order to have a total of S1,000,000 in 30 years? A) 5.98% B) 6.55% C) 4.87% D) 6.14% 10) Jia borrows S50,000 at 10 percent annually compounded interest to be repaid in four equal annual installments. The actual end-of-year loan payment is A) $10,774 B) S12,500 C) $14.340 D) S15,773 11) How long would it take for you to save an adequate amount for retirement if you deposit $40,000 per year into an account beginning one year from today that pays 12 percent per year if you wish to have a total of $1,000,000 at retirement? A) 12.2 years B) 10.5 years C) 14.8 years D) 11.5 years 12) Generally, an increase in risk will result in A) a lower required return or interest rate B) a higher required return or interest rate C) a higher return on investment D) a lower return on investment 13) The given date and held to maturity. A) risk premium B) yield curve C) risk-free rate D) yield to maturity is the compound annual rate of interest earned on a debt security purchased on a 14) The current yield on a bond is measured by A) the annual interest payment divided by the current price B) the annual interest payment divided by the par value C) the annual interest payment divided by the maturity value D) the annual interest payment divided by the yield to maturity 15) A debenture is A) a bond secured by specific assets that any firm can issue B) a secured bond that is secured by unspecified assets C) a secured bond issued by startup firms D) an unsecured bond that only creditworthy firms can issue

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Answer 1

Ev of annuity - P [ (1+2) - 1 where pe re ne periodic rate per number of payments period periods. 1000OOO - 1000 ((1+r) 3 - 1 LAJ conserto de r=0.498% per month a = 5.98 % per annum = 0.498x12 Hence option (A) is correct.