Suppose an investor bought a 10-year, 10% annual coupon bond at par (face value of $1,000 and paying coupons annually) and then sold it 3.5 years later at a yield of 8%

What is the full price?

What is the accrued interest the investor would receive when he sold the bond? (Use a 30/360-day count convention)

What is the clean price?

Please show all calculations!