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The force applied on 3 kg is more than the force applied on 2 kg
=> acceleration (a) will be in forward direction.
Now 3 kg will apply a force on 2 kg.
However, this force will not be equal to 10kg as 3kg will resist some force.
Let's say R is the force 3 kg applies on 2kg.
So when we will draw FBDs (refer in attachment) we will find that 2 kg will also apply a force R on 3 kg according to Newton's third law.
This means 3 kg has two forces acting on it,
10N and R. (refer the attachment)
As we said above that acceleration is in forward direction,
=> 10N > R
So net force F = 10N - R
Now We know that F = ma
=> 10N - R = 3a ..........(equation 1)
Similarly on block 2kg,
Since the acceleration is forward,
=> R > 5N (refer the attachment)
=> Net force = R - 5N
again using F = ma
=> R - 5N = 2a (equation 2)
Adding equation 2 and equation 1,
10N - R + R - 5N = 3a + 2a
=> 5 Newton = 5a
=> a = 5/5
=> a = 1 m/s²
Now acceleration will be the same for both blocks as they are in contact.
So from equation 2,
R - 5 = 2a
=> R - 5 = 2(1)
=> R - 5 = 2
=> R = 2 + 5
=> R = 7N
We know that R is the force that acts in between the blocks
So Your answer = R = 7 Newton.
Hope you understand
=> acceleration (a) will be in forward direction.
Now 3 kg will apply a force on 2 kg.
However, this force will not be equal to 10kg as 3kg will resist some force.
Let's say R is the force 3 kg applies on 2kg.
So when we will draw FBDs (refer in attachment) we will find that 2 kg will also apply a force R on 3 kg according to Newton's third law.
This means 3 kg has two forces acting on it,
10N and R. (refer the attachment)
As we said above that acceleration is in forward direction,
=> 10N > R
So net force F = 10N - R
Now We know that F = ma
=> 10N - R = 3a ..........(equation 1)
Similarly on block 2kg,
Since the acceleration is forward,
=> R > 5N (refer the attachment)
=> Net force = R - 5N
again using F = ma
=> R - 5N = 2a (equation 2)
Adding equation 2 and equation 1,
10N - R + R - 5N = 3a + 2a
=> 5 Newton = 5a
=> a = 5/5
=> a = 1 m/s²
Now acceleration will be the same for both blocks as they are in contact.
So from equation 2,
R - 5 = 2a
=> R - 5 = 2(1)
=> R - 5 = 2
=> R = 2 + 5
=> R = 7N
We know that R is the force that acts in between the blocks
So Your answer = R = 7 Newton.
Hope you understand
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Steph0303:
Perfect explanation :)
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