A bullet travelling horizontally loosess 1/20th of its velocity while piercing a wooden plank. Number of such planks required to stop the bullet is ?
Answers
Answered by
4
applying v^2=u^2+2ad ,here d is the width of plank
v=u/20 after penetrating 0ne plank
2ad=399u^2/400 .........eq1
for n number of planks total distance after which bullet stops is nd
again applying v^2=u^2+2adn and putting v=0
n=u^2/2ad......eq2
solving 1and 2
n=1
v=u/20 after penetrating 0ne plank
2ad=399u^2/400 .........eq1
for n number of planks total distance after which bullet stops is nd
again applying v^2=u^2+2adn and putting v=0
n=u^2/2ad......eq2
solving 1and 2
n=1
Answered by
8
velocity looses = 1/20th
1/n=1/20
n=20
no.of planks = n²/2n-1
= (20)²/2(20)-1
=400/40-1
=400/39
=10.25
approximately 11
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