The greatest range of a particle, projected up with a given velocity on an inclined plane, is 'x' times the greatest vertical altitude above the inclined plane in that condition. Find the value of x.
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A particle is projected on an inclined plane with a speed u as shown in (Fig. 5.61). Find the range of the particle on the inclined plane. .

A particle is projected with a velocity v so that its range on a horizontal plane is twice the greatest height attained. If g is acceleration due to gravity, then its range is

A block of mass m is projected up with a velocity v_0 along an inclined plane of angle of inclination theta=37^@ . The coefficient of friction between the inclined plane AB and blocks is mu(=tan theta) . Find the values of v_0 so that the block moves in a circular path from B to C.

A ball is projected from point A with velocity 10 ms^(-1) perpendicular to the inclined plane as shown in figure. Range of the ball on the inclined plane is

A ball is projected from point A with velocity 20 m/s prependicular to the inclined plane as shown in figure. What is the range of the ball on the inclined plane ?

At what angle should a ball be projected up an inclined plane with a velocity v_0 so that it may hit the incline normally. The angle of the inclined plane with the horizontal is prop . .

In figure, the angle of inclination of the inclined plane is 30^@ . Find the horizontal velocity V_0 so that the particle hits the inclined plane perpendicularly. .

A perefectly elastic particle is projected with a velocity v in a vertical plane through the line of greatest slope of an inclined plane of elevation alpha . If after striking the plane , the particles rebounds vertically show that it will return to the point of projection at the end of time equal to (6v)/(gsqrt(1+8sin^(2) alpha))

A particle is projected with velocity 30^(@) above on an inclined plane, inclination of which from horizontal is 37^(@) . Choose the appropriate path (air resistance is negligible)

A Sphere pure rolls on a rough inclined plane with initial velocity 2.8 m/s. Find the maximum distance on the inclined plane