We are given:
[tex] 3(a-6)=6a-1(3a-18) [/tex]
Let's simplify this equation by using the distributive property. On the left, multiply everything in the parenthesis by 3. On the right, multiply everything in the parenthesis by -1. We are then left with:
[tex] 3a-18=6a-3a+18 [/tex]
On the right, we have like terms. Combine like terms.
[tex] 3a-18=3a+18 [/tex]
Let's move the -18 on the left side to the right side.
[tex] 3a=3a+36 [/tex]
Let's move the +3a on the right side to the left side. When we do that, 3a cancels out. So we are left with:
[tex] 0=36 [/tex]
Since this statement is not true, the answer would be:
No solution
