The table at the right provides information for six different bonds, the current

market price $(P),$ the face value of the bond $(V),$ and the number of years before

the bond matures $(N).$

a$.$ In each case, compute the bond's yield, assuming that you keep the bond

until it matures. There are no coupons. If $x$ is the bond's yield, then

$V=P(1+x{)}^N$

where $V$ is the face value of the bond, $P$ is the current market price, and $N$ is the

number of years before the bond matures. $($Do not round until your final answer.

Round your responses to one decimal place.$)$