Question

How do I solve for X ax+bx=c

Answer 1

Combine like terms the solve. For example:

5x + 20x = 100
25x = 100
/25 = /25

x =4

Answer 2

$Answer:$ $x = \frac{c}{a + b}$

Step-by-step explanation: Notice that the variable we're solving for in this problem appears in two separate terms. In this situation, we must first factor the x out of both terms to get x(a + b) = c.

Think about it as the reverse of the distributive property. In other words, if we take our second step and distribute the x through the parentheses, we end up back at our first step.

The beauty of factoring is that the two x's in this problem have now been combined into one x and we can get x by itself by simply dividing both sides by a + b and we have $x = \frac{c}{a + b}$.

In the image provided, I have highlighted the x in purple so we know what we're solving for and I have shown you the steps as well.