A 70 g bullet moving east 400m/s strikes a 1.3 kg pendulum block on the right and become embedded on it. How high will the block-bullet rise above its original position?
Given:
"m=0.07\\:\\rm kg"
"u=400\\:\\rm m\/s"
"M=1.3\\:\\rm kg"
The law of conservation of momentum gives
"mu=(m+M)v"The law of conservation of energy says
"(m+M)v^2\/2=(m+M)gh"So
"h=v^2\/2g=(mu\/(m+M))^2\/2g\\\\=(0.07*400\/(0.07+1.3))^2\/(2*9.8)=21\\:\\rm m"
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