Question:
The moment of a couple is given by
The moment of a couple is given by
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Moment of a couple equals one force multiplied by the perpendicular distance between the two forces.
Updated On: May 4, 2026
- Force \(\times\) Area
- Force \(\times\) Time
- Force \(\times\) Inertia
- Force \(\times\) Perpendicular distance
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The Correct Option is D
Solution and Explanation
Concept:
A couple consists of two equal and opposite parallel forces acting at different lines of action.
Step 1: A couple produces a turning effect but no resultant force.
Step 2: The moment of a couple depends on the magnitude of one force.
Step 3: It also depends on the perpendicular distance between the two forces.
Step 4: Therefore: \[ \text{Moment of couple}=F\times d \]
Step 5: Hence, the correct answer is force multiplied by perpendicular distance. \[ \boxed{\text{Force \(\times\) Perpendicular distance}} \]
A couple consists of two equal and opposite parallel forces acting at different lines of action.
Step 1: A couple produces a turning effect but no resultant force.
Step 2: The moment of a couple depends on the magnitude of one force.
Step 3: It also depends on the perpendicular distance between the two forces.
Step 4: Therefore: \[ \text{Moment of couple}=F\times d \]
Step 5: Hence, the correct answer is force multiplied by perpendicular distance. \[ \boxed{\text{Force \(\times\) Perpendicular distance}} \]
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