Can anyone solve this question
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Answered by
3
Ahoy !
let see this free body diagram :
here Block A -
mass = m1
here Block B -
mass = m2
Get full solution from Attachment .
#Riddle
Answer 2 ......
let see this free body diagram :
here Block A -
mass = m1
here Block B -
mass = m2
Get full solution from Attachment .
#Riddle
Answer 2 ......
Attachments:

Anonymous:
you r back ✌
Answered by
1
see the figure
let the tension in the string is T.
when block m₂ moves downward then frictional force act on block m₁ is left direction.
e.g T - fr = m₁a ______________(1)
m₂g - T = m₂a __________________(2)
but we know ,
frictional force = μ.normal reaction
so, fr = μm₁g put it in equation (1) and solve both equations,
m₂g -μm₁g =(m₁ + m₂)a
a = (m₂ - μm₁)g/(m₁+m₂) put this in equation (1)
T -μm₁g = m₁.(m₂ - μm₁)g/(m₁+m₂)
T = μm₁g +m₁.(m₂ - μm₁)g/(m₁+m₂)
=(μm₁² +μm₁m₂ +m₁m₂-μm₁²)g/(m₁ +m₂)
=m₁m₂(1 + μ)g/(m₁ + m₂)
hence option ( B) is correct answer
let the tension in the string is T.
when block m₂ moves downward then frictional force act on block m₁ is left direction.
e.g T - fr = m₁a ______________(1)
m₂g - T = m₂a __________________(2)
but we know ,
frictional force = μ.normal reaction
so, fr = μm₁g put it in equation (1) and solve both equations,
m₂g -μm₁g =(m₁ + m₂)a
a = (m₂ - μm₁)g/(m₁+m₂) put this in equation (1)
T -μm₁g = m₁.(m₂ - μm₁)g/(m₁+m₂)
T = μm₁g +m₁.(m₂ - μm₁)g/(m₁+m₂)
=(μm₁² +μm₁m₂ +m₁m₂-μm₁²)g/(m₁ +m₂)
=m₁m₂(1 + μ)g/(m₁ + m₂)
hence option ( B) is correct answer
Attachments:
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