A stone is thrown from the origin $O\,$ with initial velocity $\text{ ms}^{-1}$ at an angle $\beta\,$ to the horizontal. At time $t\,$ seconds, its horizontal and vertical displacements are $x\,$ and $y\,$ respectively.

Prove that

\tan \beta - \frac{g x^2}{2 W^2 \cos^2 \beta}

Given that $tan⁡β=34\displaystyle \tan \beta = \frac{3}{4}$ and that when $x = 4$ , $y = 1$ , find the speed of the stone at the point where $x = 4$ .

Prove that

\tan \beta - \frac{g x^2}{2 W^2 \cos^2 \beta}

Given that $tan⁡β=34\displaystyle \tan \beta = \frac{3}{4}$ and that when $x = 4$ , $y = 1$ , find the speed of the stone at the point where $x = 4$ .

Projectiles

Question 61

Markscheme

Projectiles

Question 61

Markscheme

Projectiles

Question 61

Projectiles Questions

Projectiles

Question 61

Projectiles Questions