If you invest $$10,000$ today and eam $4\%$ per year, what will be your account value at the end of $10$ years?

What is the price of a $n$ cmmnn discount bond if the yield to maturity is $5\%,$ the fece value is $$1000,$ and there are $7$ years to maturity?

What is the price of a bond with a face value of $$1000,$ an annual coupon payment of $560,$ a yield to maturity of $5\%,$ and $2$ years until maturity?

What is the curnent yield of a bond with a face value of $$1000,$ a price of $$1133,$ a coupon payment of $570,$ and a yield to maturity of $482($answer as a percent with $2$ decinal Pheces$)$

Two bonds have identical yields, coupons, and prices, except that bond A matures in $5$ years and bond $B$ matures in $20$ years.

If interest rates rise, what would happen to the prices of the bonds?

b$.$ Which price would change more?