How do you solve ax bx-c and solve for x?

To solve the equation ( ax + bx - c = 0 ) for ( x ), first combine like terms on the left side to get ( (a + b)x - c = 0 ). Next, isolate the term involving ( x ) by adding ( c ) to both sides, resulting in ( (a + b)x = c ). Finally, divide both sides by ( (a + b) ) to find ( x = \frac{c}{a + b} ), assuming ( a + b \neq 0 ).