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2
Let's Look The Forces On Block 2M
One Downward Force is 2Mg
One Tension in Pulling Direction
And Acceleration is in the direction of 2Mg because it is higher mass than The Block of Mass M
So The Required Equation Will Be,
2Mg - T = 2Ma ___(1)
Now For Block M
One Tension Only because it is neither going downward or upward.. Hence No Mg and No N
So the Required Equation Will be
T = Ma____ (2)
Adding 1 and 2
2Mg = 2Ma + Ma
2Mg = 3Ma
2g/3 = a
So Acceleration is 2g/3
[Sorry For Bad FBD :P]
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Answered by
2
For block 2M
2Mg - T = 2MA
T = 2M (g - A)
For block M
T = M ( A - a)
Now equate T
2g - 2A = A - a
A = 2g+a/3
For block 5M
2T - T - 2Ma = 5Ma
T = 7 Ma
7Ma = M ( 2g +a/3 - a)
7a = 2g - 2a/3
21 a +2a = 2g
a = 2/23g
a =2/23 g
2Mg - T = 2MA
T = 2M (g - A)
For block M
T = M ( A - a)
Now equate T
2g - 2A = A - a
A = 2g+a/3
For block 5M
2T - T - 2Ma = 5Ma
T = 7 Ma
7Ma = M ( 2g +a/3 - a)
7a = 2g - 2a/3
21 a +2a = 2g
a = 2/23g
a =2/23 g
yashikant537:
I understand
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