QuestionJuly 24, 2025

The speed of a motor is determined by: 7,200 divided by the number of poles The horse power of the motor The rotor and the bearing size The number of windings in the rotor

The speed of a motor is determined by: 7,200 divided by the number of poles The horse power of the motor The rotor and the bearing size The number of windings in the rotor
The speed of a motor is determined by:
7,200 divided by the number of poles
The horse power of the motor
The rotor and the bearing size
The number of windings in the rotor

Solution
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Answer

The speed of the motor is determined by the number of poles using the formula N_s = \frac{120 \times 60}{P}. Explanation 1. Identify the Formula for Motor Speed The speed of a motor is primarily determined by the formula for synchronous speed: **N_s = \frac{120 \times f}{P}**, where N_s is the synchronous speed in RPM, f is the frequency in Hz, and P is the number of poles. 2. Apply Given Information Given that the speed is determined by 7,200 divided by the number of poles, it implies a specific frequency. Using the formula, set 120 \times f = 7200, solving gives f = 60 Hz.

Explanation

1. Identify the Formula for Motor Speed<br /> The speed of a motor is primarily determined by the formula for synchronous speed: **$N_s = \frac{120 \times f}{P}$**, where $N_s$ is the synchronous speed in RPM, $f$ is the frequency in Hz, and $P$ is the number of poles.<br /><br />2. Apply Given Information<br /> Given that the speed is determined by 7,200 divided by the number of poles, it implies a specific frequency. Using the formula, set $120 \times f = 7200$, solving gives $f = 60$ Hz.
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