a bullet of mass m=3g, travelling at a velocity of v= 500 m/s, imbeds itself in the wooden block of a ballistic pendulum. if the wooden block has a mass of M= 0.3kg, to what height does the "bullet-block" combination rise
u=mvm+M=0.003⋅5000.303=4.95 ms,u=\frac{mv}{m+M}=\frac{0.003\cdot 500}{0.303}=4.95~\frac ms,u=m+Mmv=0.3030.003⋅500=4.95 sm,
(m+M)u22=(m+M)gh,\frac{(m+M)u^2}{2}=(m+M)gh,2(m+M)u2=(m+M)gh,
h=u22g=4.9522⋅9.81=1.25 m.h=\frac{u^2}{2g}=\frac{4.95^2}{2\cdot 9.81}=1.25~m.h=2gu2=2⋅9.814.952=1.25 m.
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