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the bullet emerges with only 10% of its initial kinectic energy pls see image for whole question
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Here,
Mass of bullet, m = 50 g = 0.05 kg
Initial velocity of bullet, u = 200 m/s
Initial energy of the bullet, ½ mu^2 = ½ (0.05)(200^2) = 1000 J
The bullet emerges with only 10% of its KE. Let the final velocity with which it emerges be v.
So, final KE is, ½ mv^2 = 10% of ½ mu^2
=> ½ mv^2 = (10/100) × 1000
=> v^2 = 100 × 2/0.05
=> v = 63.24 m/s
Mass of bullet, m = 50 g = 0.05 kg
Initial velocity of bullet, u = 200 m/s
Initial energy of the bullet, ½ mu^2 = ½ (0.05)(200^2) = 1000 J
The bullet emerges with only 10% of its KE. Let the final velocity with which it emerges be v.
So, final KE is, ½ mv^2 = 10% of ½ mu^2
=> ½ mv^2 = (10/100) × 1000
=> v^2 = 100 × 2/0.05
=> v = 63.24 m/s
adi6610:
thanks for support
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changs in kinetic energy equals work done by the bullet to pass through plywood
given condition states
ke equals kinetic energy at state 1 and 2
ke2=10%ke1
v2=(1/√10)v1
emergent velocity v2= (1/√10)200
v2=63.25 m/s
given condition states
ke equals kinetic energy at state 1 and 2
ke2=10%ke1
v2=(1/√10)v1
emergent velocity v2= (1/√10)200
v2=63.25 m/s
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