If a bullet of mass 5 g moving with velocity 300m/s in a horizontal direction gets embedded in a freely suspended wooden block of mass 1.2 kg. what is the velocity of the block after the bullet is embedded in it
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Given :
Mass of bullet = 5g = 0.005kg
Initial velocity of bullet = 300m/s
Mass of block = 1.2kg
To Find :
Velocity of combined mass (bullet + block) after collision
Concept :
Since no external force is involved, we can easily apply concept of linear momentum conservation to solve this problem.
Initially block is at rest so initial momentum of block will be zero.
→ mu = (m + M)v
m denotes mass of bullet
u denotes velocity of bullet
M denotes mass of block
v denotes mass of combined mass
Calculation :
→ 0.005 × 300 = (1.2 + 0.005) × v
→ 1.5 = 1.205v
→ v = 1.5/1.205
→ v = 1.24 m/s
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