♡♡●In the system shown in the figure, the acceleration of the 1 kg mass and the tension in the string connecting between A and B is
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From the free body diagram, we get
T+0.5a-0.5g=0-----------------(1)
μR +1a+T1 -T=0-----------------(2)
μR+1a-T1=0
μR +a= T1------------(3)
From equations i , ii and iii
μR+a=T-T1
T-T1=T1
T=2T1
Equation II becomes μR +a+T1-2T1=0
μR+a-T1=0
T1=μR+a
T1=0.2g +a
Equation I will become
2T1+0.5a-0.5g =0
T1=0.5g -0.5a/2
=0.25g-0.25a
From equation Iv and V
0.2g +a=0.25g -0.25 a
a=0.05/1.25 x10
a=0.4 x 10
a=0.4 m/s2
Therefore acceleration of 1kg block is 0.4m/s2
b) Tension T1=0.2g +a+0.4=2.4 N
c) t=0.5g-0.5a
t=0.5x10-0.5x0l4
t=4.8N
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