(Solved): help please Inductor (Coil of Wire) Generates Magnetic Field Output Shaft Torque = Speed = There ...

Inductor (Coil of Wire) Generates Magnetic Field Output Shaft Torque $=\tau$ Speed $=\omega$ There are two "powers" associated with an electric motor, the power you supply in the form of electricity (electrical power) and the power it delivers to you on the shaft (shaft power). The electrical power is the voltage $V$ in volts that you apply times the current I that flows through the motor. The shaft power is equal to the torque produced, $T$, times the shaft speed. Express both powers in terms of watts so they can be compared to each other. For the two motors in Task 3, plot the electrical power and the shaft power versus shaft speed. Let the applied voltage $V$ equal the maximum from the specification. Draw two graphs one for each motor, each graph will have two curves. Be sure to use a legend so the reader can tell what each curve is. 1. Is the shaft power ever greater than the electrical power? 2. Does the electrical power have a maximum point? 3. Does the shaft power have a maximum point? 4. Do these answers depend on the applied voltage $V$ ?