Question

Solve the following equation (y = 1.2345x – 0.6789) for x, given that y = 0.570

Answer 1

x = 1.01

Explanation:

Given equation:

   y = 1.2345x – 0.6789

   y = 0.570

Problem:

Solving for x

The variables in this equation are y and x

They can take up any value since they are variables.

  Since we have been given y = 0.570

        y = 1.2345x – 0.6789

To solve for x, we simply substitute for y in the equation;

     since  y = 0.570

     0.57 = 1.2345x – 0.6789

    add 0.6789 to both sides;

 0.57 + 0.6789 =  1.2345x – 0.6789 + 0.6789

  1.2489‬ =   1.2345x

Divide both sides by  1.2345

 $\frac{1.2489}{ 1.2345} = \frac{ 1.2345x }{ 1.2345}$

    x = 1.01

learn more:

Equations brainly.com/question/9045597

#learnwithBrainly