Centroid of a semicircular disc or radius (R) can be given as: (a) (bar{X}=0 ; bar{Y}=frac{3 R}{4

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Centroid of a semicircular disc or radius $R$ can be given as:

(a) $\bar{X}=0 ; \bar{Y}=\frac{3 R}{4 \pi}$

(b) $\bar{X}=0 ; \bar{Y}=\frac{4 R}{3 \pi}$

(c) $\bar{X}=\frac{4 R}{3 \pi} ; \bar{Y}=\frac{4 R}{3 \pi}$

(d) $\bar{X}=0 ; \bar{Y}=\frac{2 R}{3 \pi}$

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Basic Mechanical Engineering

ISBN: 9789386873293

2nd Edition

Authors: PRAVIN KUMAR

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Question Posted: Apr 09, 2024 02:13 AM

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Centroid of a semicircular disc or radius (R) can be given as: (a) (bar{X}=0 ; bar{Y}=frac{3 R}{4

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Basic Mechanical Engineering

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