For a stepper motor with an angular resolution of 1.8° per step, how many discrete steps are needed for a full 360° rotation?

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Multiple Choice

For a stepper motor with an angular resolution of 1.8° per step, how many discrete steps are needed for a full 360° rotation?

The number of steps needed for a full 360° rotation is found by dividing the total rotation by the angle moved per step. With a step angle of 1.8°, 360° ÷ 1.8° = 200 steps. So it takes 200 discrete steps to complete one full turn. If you check the other possibilities, 100 steps would imply 3.6° per step, 360 steps would be 1° per step, and 720 steps would be 0.5° per step—each not matching the given 1.8° per step.

For a stepper motor with an angular resolution of 1.8° per step, how many discrete steps are needed for a full 360° rotation?

Master the Motor Controls Level 3 Test. Engage with flashcards and detailed multiple-choice questions, complete with hints and thorough explanations. Prepare effectively for your exam!

For a stepper motor with an angular resolution of 1.8° per step, how many discrete steps are needed for a full 360° rotation?

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