four equal masses 'm' lie at the corners of a triangle of with a and length be. the CM of the system is at a) (a,b). b) (a/2,b/2). c) (b/2,a/2). d) (b,a).
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Answer:(a/2,b/2)
Explanation:
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Thus the centre of mass of the system lies at the centre of the triangle.
Explanation:
- Since the masses are equal and all the masses are arranged symmetric to diagonal point.
- Because all the masses are equal in distance from the diagonal mid point of the triangle.
- Also from the center of the rectangle hence the center of mass lies on the center of the rectangle.
- Thus the centre of mass of the system lies at the centre of the triangle.
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