Posted by zamdirhy on Thursday, April 19, 2012 at 6:46am.
The equations of the motion in vector form are
m1•⌐a=m1•⌐g+⌐N +⌐F(fr) +⌐T,
m2•⌐a = m2•⌐g + ⌐T,
Projections on x- and y- axes:
m1•a= T – F(fr),
m1•g = N,
m2••a = m2g – T.
F(fr) = k•N.
Solving for acceleration a, we obtain
a = g• (m2 –km1)/(m1+m2) = 4.78 m/s^2.
From kinematics
a = v^2/2•h,
then
v =sqrt(2•a•h) = sqrt(2•4.78•1.9) = 4.26 v/s.
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