two masses M1 and M2 are attached to the ends of a string which passes over a Pulley attached to the top of an inclined plane the angle of inclination of the plane is 30° and the angle when is equals to 10 Kgs .what is the acceleration of mass m2
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Answer:
The answer will be 2.5m/s^2
Explanation:
According to the problem the both the masses are attached with pulley and the inclination angle is given
let it be θ = 30° and it is said that both the particle have same mass of 10 kg
Now the force applied on both M1 and M2 is the gravitational force
They are M1g and M2g
Now the two component of this force of M1 will be M1gcosθ and M1gsinθ
Now let the tension be T
we know that T is also an internal force
Therefore the total force of the system,
F = M2g- M1gsinθ = (M1+M2)a [ where a is the acceleration of the system]
a = (M2 - M1sinθ)g/M1+M2
= (10 - 10 x sin30 ) x 10 /10+10 = 2.5
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