o$)$ A single$-$cylinder, $4-$stroke spark ignition gasoline engine has a compression ratio of $9$:$1.$ At the beginning of compression, $P_1=95$kPa and $T_1=37C.$ The mass of the air is $3g(0\mathrm{.}003kg),$ and the maximum temperature in the cycle is $1747C.$ Assume constant specific heats with $C_p=1\mathrm{.}005k\frac{J}{k}gK$ and $C_V=0\mathrm{.}718k\frac{J}{k}gK.$ Modeling this engine as an ideal Otto cycle, determine:

a$)(14\%)$ The heat rejection for the cycle $($ kJ