two blocks of masses M1 = 5 kg and M2 = 6 kg are on either sides of the wedge find the acceleration and tension in the rope
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hay mate
M1
Fx=T-m1gsin30= m1a=plug in tension of the rope= 36.5-5kg(9.8)sin30=5a a=2.4
Fy:Fn1-m1gcos30=m1a=0
M2
Fx=m2gsin60-T=plug in tension of the rope=6kg(9.8)sin60-36.5=14.4222937424992=6a=2.4
Fy=Fn2-m2gcos60=0
T-m1gsin30=m1a
-t+M2gsin60=m2a
A=(T-m1gsin30)/m1
Combine eq
-t+M2gsin60=m2((T-m1gsin30)/m1))
-t+6kg(9.8)sin60=6kg((T-5*9.8sin30)/5)
-t+50.9= 6((T-24.5)/5)
-t+50.9 = 6/5t -29.4
80.3=2.2t
T=36.5N
it may be useful to you
have a nice day
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