Here is the US Treasury yield curve as of 9/21/23 (rates in percent), which you can assume applies to both zero-coupon (zeroes), and coupon bond payments: c. I want to invest for 1 year so I buy a 1-year maturity B-rated (by S\&P) corporate zero-coupon bond. A B-rated bond is "Solvent in the short-term, but adverse events could impact its ability to meet its financial commitments" and there is a 3% chance of default in the next year, so there is a 1.5% risk premium above the risk-free rate for these bonds, and if the bond defaults investors will only receive half of the par value. Using the method discussed in the text and class for a bond with a risk of default, what is the price of the bond? Remember that this method determines expected payout and from there calculates yields. (hundredths of a percent, use the table to lay out your financial calculator inputs or show formula) \{7pts\}