![]() at an angle α with the inclined plane Then select the incorrect option (1) For up motion, the maximum range along plane u2 Is (2) For up motion, condition for maximum range 4 2 (3) For down motion, the maximum range is u2 IO n gl1-sinß] strikes the inclined plane perpendicularly Then 5 tana tanß (4) For up and down motion both, the particle Hs 2 (4) For up and down motion both, the particle HsĢ1 A projectile is thrown with initial speed u, under gravity upon an inclined plane having angle of inclination β. Strikes the inclined plane perpendicularly Then 5 (3) For down motion, the maximum range is (2) For up motion, condition for maximum range (1) For up motion, the maximum range along plane ![]() ![]() Gravity upon an inclined plane having angle of At what angle alpha (from the horizontal) should the particle be projected to get the maximum range on the inclined plane.Ĭlick here□to get an answer to your question ✍️ 21Ī projectile is thrown with initial speed u, under A particle is projected from the bottom of an inclined plane of inclination 30^∘. the maximum value of range of particle along the inclined plane is from screen. Get a particle is thrown up the inclined plane having angle of inclination with horizontal ß, with initial speed u.
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