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A rod of length `l` has velocity v at 'P’. The angular velocity of rod will be
A. |
`(v sin alpha)/(l cos beta)` |
B. |
`(v cos alpha)/(l sin beta)` |
C. |
`(v sin (alpha+beta))/(l cos alpha)` |
D. |
`(v sin (beta+alpha))/(l cos beta)` |
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`w=(v^'sin beta+v sin alpha)/l=1/l[(v cos alpha.sin beta)/(cos beta)+vsin alpha]=(v sin (alpha+beta))/(l cos beta)`