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7 hours ago, VegetableStu said:
  1. expand (x-6)2
  2. simplify the constants
  3. complete the square use the quadratic equation

That works, but it's not the way I suggest. The expression he's starting with is already halfway to the quadratic formula. It's actually more work to expand it then plug&chug.

 

OP, think about it this way:

Factoring a polynomial means breaking it into its roots. So if your function equals 0 at x=r1 and x=r2 then you'll break it into (x - r1)(x - r2).

That means your goal is to solve (x - 6)2 - 11 = 0.

To make that easier, first ignore the 6: How would you solve x2 - 11 = 0?

Then put the 6 back in: If the solution to x2 - 11 = 0 is x = c, how would you solve x - 6 = c?

 

Then you've got your roots.

"Do as I say, not as I do."

-Because you actually care if it makes sense.

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