4 kg block at rest on a smooth horizontal surface upper surface of 4 kg is a rough a block of mass 2 kg is placed on its upper surface the acceleration of upper Block with respect to earth when the 4 kg mass is pulled by a force of 30 newton is
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Answered by
73
we know that for calculating the acceleration of upper block formula is
a = F ÷ (M1 + M2)
because there are two masses
a = 30 Newton ÷ (2kg + 4kg)
which gives a = 5 ms^2
a = F ÷ (M1 + M2)
because there are two masses
a = 30 Newton ÷ (2kg + 4kg)
which gives a = 5 ms^2
Answered by
6
Given:
Mass of the block = 4kg
Upper Surface = 4kg
Mass of block placed above = 2kg
Force = 30N
To Find:
Acceleration of the block
Solution:
Acceleration = f = ma
where m is the total mass.
Thus, total mass -
Mass of lower block + Mass of Upper block
= 4 + 2
= 6
Substituting in f = ma
30 = 6a
a = 30/6
a = 5
Answer: The acceleration of the block is 5m/s²
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