When a particle is projected up from an inclined plane of angle of inclination 'beta' . Acceleration of the object parallel to the surface is: a) g cos beta b) -g cos beta c) g tar d) g sin beta
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When a particle is protected up from an inclined plane of angle of inclination β.
acceleration of the object parallel to the surface is ..
(a) gcosβ (b) -gcosβ (c) gtanβ (d) gsinβ
solution : as angle of inclination is β, component of weight along plane is mgsinβ [ as shown in figure ]
so acceleration of the object along plane or parallel to the surface is mgsinβ/m = gsinβ
Therefore acceleration of the object parallel to the surface is gsinβ
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