Answer:
[tex]w=0[/tex]
Step-by-step explanation:
First, we resolve the multiplication using the distributive property. We multiply -6 by each factor on the parenthesis.
[tex]-6w +24+ 8w = 2w+18[/tex]
We add -6w and 8w.
[tex]2w+24 = 2w+18[/tex]
Every term that contains a w goes to the left,and the ones that don't have it, to the right. Remember to change the signs!
[tex]2w-2w= 18-24[/tex]
We add and substract:
[tex]0w= -6[/tex]
We send the zero that is multiplying the W, to the right divding -6.
[tex]w= -6:0[/tex]
[tex]w=0[/tex]
