A bullet of 10 gram strikes a sandbag at a speed of 10^3 metre per second and get enbedded after travelling 5 centimetre calculate the resistance force exerted by the sand on the bullet the time taken by the bullet to come to rest
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According to work energy theorem
F×d= change in kinetic energy
F× 0.05= 1/2×0.01 ×10^6
F= 10^4 N
F×d= change in kinetic energy
F× 0.05= 1/2×0.01 ×10^6
F= 10^4 N
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Answer:
Explanation:
mass of bullet is 10g=1/100 kg
it is fired with speed 103m/s which is u(initial speed)
its gets embedded and stops hence v=0
the distance it travelled is 5cm=1/20m which is S
using 3rd equation of motion
2aS=v²-u²
2a1/20=0-(103)²
a/10=-(103)²
a=-10(103)² negative sign shows that is decelerated
now we know that F=ma
F=1/100×10(103)²
F=(103)²/10
F=1060.9N
hence the force by which the bullet resisited and stopped is 1060.9N
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