Question: Solve x2 - 12x = 52 using completing the square. Answer the questions below. a) To make the left side of the equation a perfect

Solve x2 - 12x = 52 using completing the square. Answer the questions below. a) To make the left side of the equation a perfect square, we need to add 9 on both sides. b) Turn the left side of the equation into a perfect square. Once you have the perfect square on the left side, the equation will look like (x + 3)^2 = 59 Preview (Enter your equation in the form: a binomial squared equals a constant) c) The solution to the given equation is x = X = +V59 - 3 Preview (Don't approximate your solutions, and separate multiple solutions by a comma) Submit
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