As shown in figure,find that at what distance body A will retain a velocity of 3m/s when starts from rest.assume coefficient of friction as 0.2 for block and surface and pulleye are frictionless
for m1
m1g×sinθ−T=m1am_1g \times sin\theta -T = m_1am1g×sinθ−T=m1a
for m2
T−m2g=m2aT-m_2g = m_2 aT−m2g=m2a
Displacement:
u= 0,
S=v2−u22a=3−02a=1.5amS = \frac{v^2-u^2}{2a} = \frac{3-0}{2a} = \frac{1.5}{a} mS=2av2−u2=2a3−0=a1.5m from end
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