A bond with a face value of $17000, earning interest of 24% annually paid every two months ($680.000 every two months) is offered for sale. The maturation time for the bond is 4 years. How much should be paid for the bond if the yield rate is 12% compounded bimonthly? $ 32373.742 $ 30262.412 $ 23430.735 $ 22472.041 $ 23229.312 Calculate the present value for the given cash flow? $70,000 $70,000 $35,000 $25,000 i=7% i=7% i=9% i=10% 10 1 2 3 Year P= ? O $116,727 $253,018 O $116,719 $172,815 O $154,604 For the shown cash flow diagram, find the future value if the interest rate is 2% 50,000 40,000 30,000 20,000 10,000 10 10,000 20,000 30,000 40,000 50,000 $ ch4 $ 19752.4 $ 133013.2 $ 24078.1 $ 65140.7 For an interest rate 16% per year compounded weekly, the effective annual interest rate is: 16.000% O 16.640% 14.310% O 12.005% O 17.322% A contractor decided to borrow $7000 from a bank in order to buy an equipment for his company. The bank allows him pay back his loan in five years at a monthly interest rate of 1%. the farmer can pay $94 per month but can increase his monthly payment by a certain value in arithmetic way (G value). What should be the G value so that he finished the loan by the end of five years? O $ 314685.27 O $ 11225.77 O $ 2774.23 O $ 2.33 O $ 3.54