Bond A and Bond B are both $N-$year, $F-$par bonds that pay semiannual coupons. They have the same

yield rate of $9\%$ convertible semiannually. The coupons paid by Bond B are $25$ less than those paid by

bond A$.$ The price for Bond B is $325\mathrm{.}20$ less than the price for Bond A$.$

Bond $C$ is $2N-$year, $1000-$par bond that pays semiannual coupons at a rate of $9\%$ per annum. The yield

rate of this bond is $8\%$ convertible semiannually. Determine the price of Bond C$.$

$1039$

$978$

$1220$

$1159$

$1099$