A weightless rod of length 2 l carries two equal masses m, one secured at lower end A and the other at the middle of the rod B. The road can rotate in vertical plan about a fixed horizontal axis passing through C. What horizontal velocity must be imparted to the mass at A so that it just completes the vertical circle
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Answer:
va=4√35Lg
Explanation:
12mv2a+12mv2b=2Lmg+4Lmg
va2L=vbL⇒va=2vb
and substituting
12mv2a+12m(va2)2=6Lmg
and finally
va=4√35Lg
va=4√35Lg
Explanation:
12mv2a+12mv2b=2Lmg+4Lmg
va2L=vbL⇒va=2vb
and substituting
12mv2a+12m(va2)2=6Lmg
and finally
va=4√35Lg
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