I don't know how to do this problem. It's solving the quadratic equation 2(2x-2)^2 -10=26. I am supposed to isolate (2x-2)^2. So I subtracted 26 and added it to -10 to come up with 2(2x-2)^2-36 and then I divided by 2 and got (2x-2)^2-18 but that's not right either.
What standard or standards are y ou using to determine whether your "answer" is correct or not? 2(2x-2)^2 -10=26 can be simplified dramatically before you do anything else. 1) Divide all terms (there are 3) by 2, to "reduce" the equation. In the case of 2(2x-2), I'd suggest that you divide (2x-2) by 2 and leave the initial '2' alone. 2. Square the resulting (x-1). Your result? 3. Rewrite the "reduced" equation with the expansion of (x-1) squared shown within parentheses. Share what you've done so far.
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