a body is moving with a velocity of 1 m/s.a force f is needed to stop it within a distance of x. if the speed of the body is 3 m/s. the force needed to stop it within the same distance(x) will be
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velocity of body = 1 m/sec
force = f
let mass of body = m
then, acceleration of body = -f/m
acceleration is negative because this oppose the motion of body
now,
use kinematics equation,
V² = U² + 2aS
0 = 1² -2f/m .x
x = m/2f -------(1)
now , for second case
similarly,
V² = u² +2a'S
0 = 3² +2a' x
put x = 2f/m
2a' × m/2f = -9
a = -9f/m
hence, magnitude of acceleration = 9f/m
now,
F = ma
F =m × 9f/m = 9f
hence, force = 9f
force = f
let mass of body = m
then, acceleration of body = -f/m
acceleration is negative because this oppose the motion of body
now,
use kinematics equation,
V² = U² + 2aS
0 = 1² -2f/m .x
x = m/2f -------(1)
now , for second case
similarly,
V² = u² +2a'S
0 = 3² +2a' x
put x = 2f/m
2a' × m/2f = -9
a = -9f/m
hence, magnitude of acceleration = 9f/m
now,
F = ma
F =m × 9f/m = 9f
hence, force = 9f
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Answer:
-9F
Explanation:
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