Solve y5+6x*25+7=4755

$$y5+6x \times 25+7=4755$$

Solve for x

$$x=-\frac{y_{5}}{150}+\frac{2374}{75}$$

Steps for Solving Linear Equation

Multiply 6 and 25 to get 150.

$$y_{5}+150x+7=4755$$

Subtract y_{5} from both sides.

$$150x+7=4755-y_{5}$$

Subtract 7 from both sides.

$$150x=4755-y_{5}-7$$

Subtract 7 from 4755 to get 4748.

$$150x=4748-y_{5}$$

Divide both sides by 150.

$$\frac{150x}{150}=\frac{4748-y_{5}}{150}$$

Dividing by 150 undoes the multiplication by 150.

$$x=\frac{4748-y_{5}}{150}$$

Divide 4748-y_{5} by 150.

$$x=-\frac{y_{5}}{150}+\frac{2374}{75}$$

Solve for y_5

$$y_{5}=4748-150x$$

Solution Steps

Multiply 6 and 25 to get 150.

$$y_{5}+150x+7=4755$$

Subtract 150x from both sides.

$$y_{5}+7=4755-150x$$

Subtract 7 from both sides.

$$y_{5}=4755-150x-7$$

Subtract 7 from 4755 to get 4748.

$$y_{5}=4748-150x$$