1) Determine the present worth of the following cash flow at an interest rate of 15% compounded continuously: year 1 2 3 4 5 CF (SR) 1000 1000 1000 1000 4000 a. SR 10,112.1 b. SR 7,653.4 c. SR 4,677.44 d. SR 7,465.4 2-3) Khalid borrowed SR 15,000 at 12% and his payments are scheduled as follows: EOY CF 1 0 2 -X 3 - 2x 4 -3X 5 -4X d. SR 1,120.75 2) Calculate the value of X that the loan is fully repaid. a. SR 1,453.55 b. SR 2,344.8 c. SR 1,630.4 3) Assume the payments will be a uniform series from (2,5). a. SR 5,531.13 b. SR 3,241.61 c. SR 5,120,01 d. SR 4,121.2 4) How long does it take approximately for money to triple in value if you earn 8%? a. 8 Years and 7 months b. 9 years