2 blocks of equal weight are connected by a string. If block slides with constant velocity, find the force of kinetic friction.
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Answer:
Given that,
Mass of block A=10 kg
Kinetic friction μ=0.2
Now, according to diagram
Now, the component of the weight in the direction of the incline
W=m
A
gsinθ
T=F
f
−W....(I)
When the force of friction
F /f
=μ
k N
F/f
=μ k
(m /A
gcosθ)
Now, put the value in equation (I)
The tension is
T=mA
gsin30 0
−μ /k
m A
gcos30 0
We know that,
T−m
B
g=0
T=m B g0
So, m B
g=m A
g(sin30 0
−0.2×cos30 /0 ) m B
=10×( 2/1 −0.2×2/3 ) m B
=10×(0.5−0.1732) m B
=10×0.3268 m B
=3.268 m B
=3.3kg
Hence, the mass of block B is 3.3 kg
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