A 50 kg boy stands on platform spring scale in a lift that is going down with constant speed 3 metre per second if the lift is brought to rest by constant acceleration in distance of 9 m what does the scale read during this period
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52
initial speed , u = 3m/s
distance covered , s = 9m
now, v² = u² + 2as
the lift brought to rest by constant acceleration in distance of 9m.
hence, final speed , v = 0
so, 0 = 3² + 2a × 9
a = -0.5 m/s²
negative sign shows that acceleration is downward.
now, net acceleration, A = -(a + g)
= -(0.5 + 9.8) = -10.3 m/s²
hence, reading = mA
= 50 × 10.3
= 515N
distance covered , s = 9m
now, v² = u² + 2as
the lift brought to rest by constant acceleration in distance of 9m.
hence, final speed , v = 0
so, 0 = 3² + 2a × 9
a = -0.5 m/s²
negative sign shows that acceleration is downward.
now, net acceleration, A = -(a + g)
= -(0.5 + 9.8) = -10.3 m/s²
hence, reading = mA
= 50 × 10.3
= 515N
Answered by
6
Answer:515N
Explanation:Initial speed , u = 3m/s
distance covered , s = 9m
now, v² = u² + 2as
the lift brought to rest by constant acceleration in distance of 9m.
hence, final speed , v = 0
so, 0 = 3² + 2a × 9
a = -0.5 m/s²
negative sign shows that acceleration is downward.
now, net acceleration, A = -(a + g)
= -(0.5 + 9.8) = -10.3 m/s²
hence, reading = mA
= 50 × 10.3
= 515N
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