5 points Question 4. In December 2018, the U.S. Treasury issued 30-year bonds with a coupon rate of 3.1%, paid semiannually. The principal will be repaid in December 2048, and the bond's face value is $1000, paying coupons every six months until maturity. The market interest rate was 2.5% in December 2018 and you intended to hold the bond until maturity, what would have been the fair price for this bond by the time of its issuance? (choose the most accurate answer) * $996 $1,126 $1,316 $1,526 Other: Bonus Question 1. The time is now December 2020. There are 28 years left to maturity. The market interest rate is now 0.25%. What is the fair price of the bond now? Your answer 5 points Question 5. If you deposit $100,000 today in a bank that pays an annual deposit rate of 0.85% every 6 months, how long does it take for your amount to grow to $1 million? * About 50 years. About 100 years. About 300 years. About 500 years. 5 points Question 4. In December 2018, the U.S. Treasury issued 30-year bonds with a coupon rate of 3.1%, paid semiannually. The principal will be repaid in December 2048, and the bond's face value is $1000, paying coupons every six months until maturity. The market interest rate was 2.5% in December 2018 and you intended to hold the bond until maturity, what would have been the fair price for this bond by the time of its issuance? (choose the most accurate answer) * $996 $1,126 $1,316 $1,526 Other: Bonus Question 1. The time is now December 2020. There are 28 years left to maturity. The market interest rate is now 0.25%. What is the fair price of the bond now? Your answer 5 points Question 5. If you deposit $100,000 today in a bank that pays an annual deposit rate of 0.85% every 6 months, how long does it take for your amount to grow to $1 million? * About 50 years. About 100 years. About 300 years. About 500 years