Solve 28/56=7left(23+16+1right)2/x

$$\frac{ 28 }{ 56 } = \frac{ 7 \left( 23+16+1 \right) 2 }{ x }$$

Solve for x

$$x=1120$$

Steps for Solving Linear Equation

Variable x cannot be equal to 0 since division by zero is not defined. Multiply both sides of the equation by 56x, the least common multiple of 56,x.

$$x\times 28=56\times 7\left(23+16+1\right)\times 2$$

Multiply 56 and 7 to get 392.

$$x\times 28=392\left(23+16+1\right)\times 2$$

Add 23 and 16 to get 39.

$$x\times 28=392\left(39+1\right)\times 2$$

Add 39 and 1 to get 40.

$$x\times 28=392\times 40\times 2$$

Multiply 392 and 40 to get 15680.

$$x\times 28=15680\times 2$$

Multiply 15680 and 2 to get 31360.

$$x\times 28=31360$$

Divide both sides by 28.

$$x=\frac{31360}{28}$$

Divide 31360 by 28 to get 1120.

$$x=1120$$