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) Question 9 Saved Solve for x: -2(x-1)=-6
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Distribute the -2 through the parentheses on the left side. What do you get?
Then you will need to isolate the x. So use the addition/subtraction properties to move any non-x terms to the right side, then divide both sides by the coefficient of x.
\[-2(x-1)=-6 \rightarrow (x-1)=\frac{-6}{-2} \rightarrow (x-1)=3 \] x= 3+1 x=4 is the required solution
I could have told him that. Thought he might learn more by working through the solution on his own. Crazy thought.
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