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Question
an object of mass m is hanging by a string from the roof of an elevator. the elevator is moving up at a constant speed. what is the tension in the string? multiple choice equal to mg depends on the speed of the elevator less than mg greater than mg
When the elevator moves at constant speed, acceleration \( a = 0 \). By Newton’s second law (\( F_{net}=ma \)), net force on the object is 0. The forces on the object are tension \( T \) (upward) and weight \( mg \) (downward). So \( T - mg = 0 \), hence \( T = mg \).
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A. equal to \( mg \)