Ye I know, the bullet weight is 0.2kg i checked it twice because it seemed to heavy for me. If you translate the excercise with google translator you can see that the bullet goes through the block.
Okey so what I've done is:
I assumed a parrabolic shot from initial X=0 and final X=5, initial Y=1 and final Y=0
I calculated the time, 0.45secs and calculated de horitzontal speed: 11.06m/s
Then I applied the momentum formula
mb(mass of bullet) and mm(mass of the block)
mb·vb+mm·vm(which is 0)...
In this kind of excercise I have to show all the steps and explain them, the only problem is that I'm doing it in my language so I'll have to translate it.
Well, I suposed that when the bullet leaves the block it makes a parabolic movement from Xo(initial position)=0m and Xf(final position)=5m and Yo(initial height)=1m and Yf(final height)=0m, but the statement doesn't confirm that so I'm not 100% sure
Does anyone know how to solve this problem? I translate the full statement:
A 200g bullet is shot against a ballistic block passing it through and making an inelastic collision. The initial speed of the bullet is 200meters/second, the mass of the block is 3kg and the string that holds the block...