A gun of mass 2kg fired a bullet of mass 1.6×10-2kg due east if the bullet leaves the gun with a velocity of 15m/s calculate the recoil of the gun and it's direction
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Given,
M = 2 kg
m = 1.6 × 10^(-2) kg
v = 15 m s^(-1) due East
We have to find V.
Before firing, both were in rest so the total linear momentum is 0 because u = U = 0.
After firing, according to the law of conservation of linear momentum,
mv + MV = mu + MU = 0
V = - mv / M
V = - 1.6 × 10^(-2) × 15 / 2
V = - 0.12 m s^(-1)
The negative sign shows that the velocity of the gun is in the direction opposite to that of the bullet.
Hence, the velocity of the gun is 0.12 m s^(-1) due West.
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