Which of the following is true of shaded-pole motors?
a. They are small, inexpensive, and powerful.
b. They have a low starting torque, a low efficiency, and a high noise level.
c. They have a lower line current, are higher efficiency, and are very quiet.
d. They have a larger current, a lower total impedance, and a higher reactance.
[Ques. 2] The stationary magnet of a DC motor is represented by the _____.
a. armature
b. field poles
c. commutator
d. rotor
[Ques. 3] Which of the following motors is the best installation choice for an application requiring adjustable speeds?
a. DC
b. Split-phase
c. Synchronous
d. Capacitor-start
[Ques. 4] ![](data:image/png;base64,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<br)
[Ques. 5] uONN4aHhyGXyFNwZmbmuqdTUO4F5m
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 alt= />
Letter E is pointing to a(n) _____.
a. soleplate
b. optional header design
c. partition wall assembly
d. sole plate"