First slide
Projection Under uniform Acceleration
Question

A ball is projected obliquely with a velocity 49 ms–1 strikes the ground at a distance of  245 m from the point of projection. It remained in air for

Moderate
Solution

\large R = \frac{{{u^2}\sin 2\theta }}{g} \Rightarrow 245 = \frac{{49 \times 49 \times \sin 2\theta }}{{9.8}}
\large \sin 2\theta = 1 = \sin {90^0}
\fn_phv \large 2\theta = {90^0} \Rightarrow \theta = {45^0}
\large \therefore T = \frac{{2u\sin \theta }}{g} = 5\sqrt 2 \sec

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