A $370$V$,98$hp$,155$Hz$,18$ pole, Y connected induction motor has the following impedances, in ohms, per phase and referred to the stator side. The motor is operating with a slip of $5\%.($N$.$B$.$ For this problem, consider the core losses lumped to the rotational losses. Also, the rotational and core losses are for the entire motor.$)$Induction machine parameters referred to stator sidea$)$ What is the line current, IL$?$ b$)$ What are the stator copper losses, PSCL$?$ c$)$ What is the air gap power, PAG? d$)$ What is the power converted from electrical to mechanical form, PCONV? e$)$ What is the induced torque, Tind? f$)$ What is the load torque, TLOAD? g$)$ What is the overall machine efficiency? h$)$ What is the machine speed, in rps$,$ rpm and rad$/$s$?$ i$)$ What is the slip at the pull$-$out torque? j$)$ What is the pull$-$out torque? k$)$ How much additional resistance $($referred to the stator circuit$)$ would it be necessary to add to the rotor circuit to make the maximum torque occur at starting conditions $($when the shaft is not moving$)?$ Plot the torque versus speed characteristic of the motor with the additional resistance inserted.$($a$)$ Line Current $=$ A$($b$)$ Stator Copper losses$=$ W$($c$)$ Airgap power$=$ W$($d$)$ Converted power$=$ W$($e$)$ Induced Torque$=$ Nm$($f$)$ Load Torque$=$ Nm$($g$)$ Efficiency$=\%($h$)$ Speed$=$ rps rpm rad$/$s$($i$)$ Pull$-$out slip$=($j$)$ Pull$-$out Toeque$=$ Nm$($k$)$ Additional Resistance$=$ Ohm