Please write out all your work so that I can follow your problem-solving logic. If I can't follow, then I will rate thumbs-down.

Question 3 (2 parts) Motron has two bonds outstanding, Series E and Series F. Both bonds have face values of $10,000 and, because both bonds are backed by Motron, share a 5.00% YTM. The Series E is a zero coupon bond with a maturity in 5 years. The Series F, also maturing in 5 years, is a hybridized bond that pays no coupon for the first year, then pays $350 every six months for two years (four total payments), and finally makes four $850 payments in the last two years. Series E Series F YTM Issuance Maturity Term Face Coupons/YT Coupon 5.00% 2/1/2020 2/1/2025 5 years $10,000 YTM Issuance Maturity Term Face Coupons/Yr Coupon 1 Coupon 2 Coupon 3 5.00% 2/1/2020 2/1/2025 5 years $10,000 Begins after year. 0% 0% annually 7% annually 17% annually A. What is the current price of a Series Ebond? (Hint: The convention for zero-coupon bonds is to calculate the return on a semi-annual basis.) OA. OB. O c. OD. OE. S6,717.35 6,851.82 7,127.83 7,811.98 7,835.26 B. What is the current price of a Series F bond? (Hint: Even if you utilize formulas to solve this, you should lay out and discount the stream of cash flows as a check on your work.) OA OB. O c. OD. O E. S10.098.06 11.034.54 11.822.58 12.163.81 12.497.18