In the previous question, for a $12-$year, $5\%$ annual coupon bond $($let$\text{'}$s call it Bond A$)$ has a face value of $$1,000.$ we calculated $\%$ change in the price of this bond if the market yield rises to $6\%$ from the current yield of $5\%.$

If we are looking at another bond $($let$\text{'}$s call it Bond B$)$ with $20-$year time to maturity with the same annual coupon rate and par value, will the $\%$ change in price higher or lower than the previous $12-$year bond, if yield increases from $5\%$ to $6\%?$

Enter your answer either $1$ or $2.$

$\%$ change in price for Bond B will be higher than Bond A

$\%$ change in price for Bond B will be lower than Bond A