Rearranging Formulas (Edexcel GCSE Maths: Higher): Exam Questions

Make $y$ the subject of the formula    $p=\sqrt{\frac{x+y}{5}}$

Make $t$the subject of the formula   $2\left(d-t\right)=4t+7$

Make $m$ the subject of the formula      $v=\sqrt{\frac{2E}{m}}$

Make $p$ the subject of the formula     $y=3p^2-4$

$m=\sqrt{\frac{k+1}{4}}$

Make $k$ the subject of the formula.

Make $m$the subject of   $g-3m=am+5$

Make $c$ the subject of $A=\frac{c}{y}-5z$

$p=\sqrt{\frac{5-q^3}{3}}$

Make $q$ the subject of the formula.

Make $f$ the subject of $m=\sqrt{\frac{1}{3}ef}$

Make $b$ the subject of the formula $4a=\frac{b+2c}{5}$

Make $t$ the subject of         $s=\frac{1}{2}a{t}^2$

Rearrange $y=\sqrt{w^3}$ to make $w$ the subject.

Rearrange  $a=\frac{b}{c}+5$  to make $c$ the subject.

Use the formula $s=ut+\frac{1}{2}a{t}^2$.

Make $a$ the subject of the formula.

$a$ = ..................

Rearrange the formula $V=\frac{4}{3}\mathit{\pi }{r}^3$ to make $r$ the subject.

Find the value of $r$ when $V=65.45{\mathrm{cm}}^3$

Make $y$ the subject of the formula

      $t=\frac{2-3y}{y+2}$

Make $v$ the subject of the formula $w=\frac{15\left(t-2v\right)}{v}$

Make $a$ the subject of       $a+3=\frac{2a+7}{r}$

$m=\sqrt{\frac{k^3+1}{4}}$

Make $k$ the subject of the formula.

Make $a$ the subject of the formula  $p=\frac{3a+5}{4-a}$

Make $t$ the subject of the formula 

$p=\frac{3-2t}{4+t}$

Make $m$ the subject of   

$\frac{m}{v}-\frac{t}{b}=\frac{m-t}{R}$

Make $m$ the subject of the formula  $f=\frac{3m+4}{m-1}$

Make $t$ the subject of  $n^2=\frac{4d+t^3}{t^3}$

Make $c$ the subject of the formula  $p=\sqrt{\frac{ac+8}{3+c}}$

Make $x$the subject of $y=\sqrt{\frac{x+1}{x-4}}$

Given that $n>0$
make $n$ the subject of the formula $y=\frac{n^2+d}{n^2}$

Rearrange $y=\frac{1}{\sqrt{x+1}}$ to make $x$ the subject.