The insurance company INTAC must make a payment of $14.172.488 in 6 years. The market interest rate is 10%. The company's portfolio manager wishes to fund the obligation using 8-year zero-coupon bonds and 5-year maturity bond with coupon rates of 8% (paid annually). How much of each of these coupon bonds in market value) will the portfolio manager will hold to immunize the insurance company's obligation? 1. The present value of the obligation is (2 pts) 2. Duration of 5-year maturity bond with coupon rates of 8% (paid annually). Interest rate is 10% (6 pts) 3. The weights and weight allocation in each bond asset (6 pts) 4. Suppose that 2 year has passed, and the interest rate remains at 10 percent. The portfolio manager needs to reexamine her position. Is the position still fully funded? Is it still immunized? If not, what actions are required? (4 pts) The insurance company INTAC must make a payment of $14.172.488 in 6 years. The market interest rate is 10%. The company's portfolio manager wishes to fund the obligation using 8-year zero-coupon bonds and 5-year maturity bond with coupon rates of 8% (paid annually). How much of each of these coupon bonds in market value) will the portfolio manager will hold to immunize the insurance company's obligation? 1. The present value of the obligation is (2 pts) 2. Duration of 5-year maturity bond with coupon rates of 8% (paid annually). Interest rate is 10% (6 pts) 3. The weights and weight allocation in each bond asset (6 pts) 4. Suppose that 2 year has passed, and the interest rate remains at 10 percent. The portfolio manager needs to reexamine her position. Is the position still fully funded? Is it still immunized? If not, what actions are required? (4 pts)