consider a newly issued $6\%$ coupon bond with $15$ years until maturity. The face value is $$1000.$ The coupons are paid once per year and the bond's yield to maturity is $9\%.$ The yield to maturity of the bond changes to $8\mathrm{.}5\%$ by the end of the year. Suppose the interest income tax rate is $38\%$ and the tax rate on capital gains is $20\%.$ The bond is subject to the original issue discount treatment. IF you sell the bond after $1$ year, how much taxes will you owe in total?