![]() ![]() 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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