Question

G = cx - y. Solve for x

Answer 1

`\sf x = ((g + y) )/( c)`

Explanation:

To solve for x in the equation g = cx - y, we can follow these steps:

Add y to both sides of the equation:

g + y = cx - y + y

Combine like terms on the right side of the equation:

g + y = cx

Divide both sides of the equation by c:

`\sf ((g + y) )/( c) = x`

Therefore, the solution for x is:

`\sf x = ((g + y) )/( c)`

Note: This solution is valid only if c is not equal to 0. If c is equal to 0, then the equation g = cx - y is indeterminate, meaning that there is no unique solution for x.