Question 13 1 pts You are saving so that you can take your dream trip around the world in 5 years. To do so, you buy a newly issued, 12-year, 8% annual coupon bond. The bond is purchased at par value, so its yield to maturity is 8% stated as an effective annual rate. You plan to liquidate the bond in 5 years so that you can pay for your trip. What is the duration gap in this scenario? Round your answer to three decimal places. Question 14 1 pts Use the same information as the question above. You are saving so that you can take your dream trip around the world in 5 years. To do so, you buy a newly issued, 12-year, 8% annual coupon bond. The bond is purchased at par value, so its yield to maturity is 8% stated as an effective annual rate. You plan to liquidate the bond in 5 years so that you can pay for your trip. True or False: In this scenario, coupon reinvestment risk dominates market price risk so your risk is to lower interest rates. If you answer"false" provide an explanation/supporting work in your uploaded document True False Question 15 1 pts Same scenario as in Questions 13-14 with one addition piece of information. You want to immunize yourself from interest rate to ensure that you can take your trip. You see that there is a 2-year zero coupon bond available in the market. If you want to fully hedge against interest rate risk, what percentage of your portfolio should you invest in the zero coupon bond? Express your answer in percentage terms rounded to three decimal places (eg. 50.000 not 0.500)