fun ques
In a game show, a smooth solid cylinder of mass \[M=50Kg\], radius \[r=77cm\] and density \[\rho=2.683Kgm^{-3}\] is placed above the ground at a height \[h=10cm\] A boy is asked to stand on the cylinder and run across the length \[L\] of the cylinder when the game starts When the game starts the cylinder starts moving with a velocity \[v_{o}=\sqrt{2}ms^{-1}\] and starts rotating with about it's axis at an angular velocity \[\omega\] to cover a distance of \[d=20\sqrt{2}m\] Given the total energy of the cylinder that is constant throughout as \[E=125J\] Find: 1) \[t\] the time taken by the cylinder to go from starting point to finishing point 2) Length of the cylinder \[L\] 3) angular velocity \[\omega\] 4) the resultant velocity \[v\] with which the boy should move to just reach the end of the cylinder in time \[t\] Use the following value for constants \[g\approx10ms^{-2}\] \[\pi\approx\frac{22}{7}\] @Michele_Laino @IrishBoy123 @ganeshie8 @Empty @Robert136 @iambatman
This is something I made
you invented the question?!?!
yep
Give it a try
cool!! i certainly will do when i get a chance a drawing would be good, just a sketch of course!!
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