This question should be answered by hand. Show all your calculations. There are three bonds that have the same coupon rate of $10\%$ and the same face value of $$1000.$ They are a one$-$year bond, a two$-$year bond, and a three$-$year bond, respectively. On July $1,2023,$ all three bonds are purchased at $$1000($at par$).$ Coupons are paid out before June $30$ every year. On June $30,2024,$ the interest rate rises from $10\%$ to $20\%.$ On June $2024,$ what is the price of the one$-$year bond, two$-$year bond, and three$-$year bond?