Linear Equations (AQA GCSE Maths: Foundation): Exam Questions

Solve  $4x+9=25$

$x$ = ................................

Solve  $\frac{5x}{2}=20$

$x$ = ...............................

Solve  $\frac{f+8}{7}=2$

$f$ = ...............................

Solve  $3x=5-2x$

$x$ = ...............................

Solve the equation  $12x-7=23$

$x=$.....................................

Solve these equations.

i) $x+7=15$

$x$ = ..............................................[1]

ii) $5(3x+8)=10$

$x$ = .....................................[3]

Solve.

$8\left(w+11\right)=120$

$w$ = ................................................... 

$\frac{x-2}{3}=3$

$x$ = ...................................................

Solve.

$7x-5=16$

$x=$ ..................................

Solve the equation.

$6-2x=3x$

$x$= ............................................

Solve  $6\left(3-2x\right)=42$

$x$ = .........................

Solve  $\frac{16x+7}{3}=5$

Solve  $8x+6=2\left(9+x\right)$

$x$ = ..............................

Solve these equations.

i) $\frac{x}{3}=18$

$x=$............................[1]

ii) $5x+18=8$

$x=$...............................[2]

iii) $12x-3=4x+21$

$x=$............................[2]

Solve.

$5\left(2x+4\right)=85$

$x$ = ................................................. 

Solve these equations.

i) $5x=-30$

$x=.................................................\left[1\right]$

ii) $4x-2=28$

$x=.................................................\left[2\right]$

iii) $3\left(2x+7\right)=12$

$x=.................................................\left[3\right]$

Solve.

i) $10x=5$

$x$ = ................................................... [1]

ii) $7x-3=2x+11$

$x$= ................................................... [2]

iii) $3\left(2x-1\right)=27$

$x$ = ................................................... [3]

Solve these equations.

i) $\frac{x}{4}=20$

$x$ = .............................................. [1]

ii) $3x-5=16$

$x$ = .............................................. [2]

iii) $5(2x+1)=27$

$x$= .............................................. [3]