Posted by AfterLife on Friday, August 5, 2011 at 2:19pm.
from the final height, the PE gained was
(m+M)gh (m is the bullet mass).
So the initial velocity of the bullet/block must be
1/2 (m+M)v^2=(m+M)gh or
V=sqrt(2gh)
Now the law of momentum conservation holds when the bullet hits the block
(m+M)V=mVi
(m+M)sqrt(2gh)=mVi
and solve for Vi
Thanx ,, but I got something equals to 239.51 m/s .. and I don't think it is right ..
I did it like this
1/2 ( 0.0095 + 1.45 ) sqrt ( 2*9.8*0.124) = 0.0095 vi
I got my mistake ,, thank you very much for the help :)
No I didn't get it right :S ,, I did it like this exactly
( 0.0095 + 1.45 ) sqrt ( 2*9.8*0.124) = 0.0095 vi
Thanks the answer was right, I related it to the small mass and it made sense ,, I submitted it , and it was right
Related Questions
physics - A 3.50 g bullet is fired horizontally at two blocks at rest on a ...
Physics - A 1.10 kg} block of wood sits at the edge of a table, 0.790 m above ...
physic - A 1.20-{\rm kg} block of wood sits at the edge of a table, 0.720 m ...
Collisions - Suppose a bullet of mass m = 6.96 g is fired into a ballistic ...
Physics - A 7.45-g bullet is moving horizontally with a velocity of +348 m/s, ...
Physics - A bullet of mass 3.2 g strikes a ballistic pendulum of mass 3.6 kg. ...
physics - A bullet of mass 8 g strikes a ballistic pendulum of mass 2.0 kg. The ...
physics - The ballistic pendulum is a device used to measure the speed of a fast...
physics - A bullet of mass 0.0019 kg moving at 487 m/s embeds itself in a large ...
Physics - A 12.8 gram bullet embeds itself in a 2.370 kg block on a horizontal ...
For Further Reading