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A particle with a velcoity (u) so that its horizontal ange is twice the greatest height attained. Find the horizontal range of it. |
Answer» Max. height , `H= (u^2 sin^2 theta)/ (2g)` Horizontal range, ` R= ( u^2 sin 2 theta ) /g = ( 2 u^2 sin theta cos theta)/( 2g)` As per question, ` R= 2 H` ` ( 2u^2 sin theta cos theta)/g = ( 2 u^2 sin ^2 theta)/(2g)` ltbRgt Solving we get, ` tan theta =2 , therfore ` sin theta= ( 2/ sqrt2)` ltbRgt and ` cos theta = (1 /sqrt 4)` ltbRgt :. Horizontal range, ` R= (2 u^2)/g xx 2/(sqrt5) xx 1/(sqrt 5) = (4u^@)/(5g)`. |
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