MetaA Government of Canada bond has $13$ years remaining to maturity, pays semi$-$annual coupons $($yesterday$)$ of $$40,$ and has a face value of $$1,000.$ The bond is currently priced to yield $5\mathrm{.}75\%.$ What is the fair price for the bond today? $($Assume that yields are expected to remain constant at the current level over the bond's life$)).$ Round your answer to two decimal places. The answer is $1204\mathrm{.}04$ please show with equations how that is the answer thank you