Find the centre of mass of a triangular lamina
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hey mate here is your answer
For any planar solid, centre of mass always lies at its geometrical centre.
Geometrical centre of a triangle is intersection point of its media.
So, for any given triangular lamina

Centre of mass is at its centroid, point of intersection is media.
I hope this helps you
please mark my answer as brainliest
For any planar solid, centre of mass always lies at its geometrical centre.
Geometrical centre of a triangle is intersection point of its media.
So, for any given triangular lamina

Centre of mass is at its centroid, point of intersection is media.
I hope this helps you
please mark my answer as brainliest
Answered by
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HEYA MATE HERE U GO.
❤. The lamina ( LMN ) may be subdivided into narrow strips each parallel to the base (MN)
- By symmetry each strip has its centre mass at its midpoint .
- If we join the midpoint of all the strips we get the median L.P
- The centre of mass of the triangle as a whole therefore, has to lie on the median L.P.
- similarly, we can argue that it lies on the median MQand NR .
- This means the centre of mass lies on the point of concurrence of the medians , i.e., on the centroid G of the triangle .
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