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4x^2+ 32x + 64=25 Solve the equation by using the Square Root Property. could someone help me
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I know how to solve, but what is a Square Root Property?
is one method that is used to find the solutions to a quadratic (second degree) equation
I see, it's actually called completing the square, but, anyway... factor out of 4, and divide both sides by 4. tell me what you get.
Actually that might not be necessary.
\[(2x+16)^2=25\]
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\[2x+16=±\sqrt{25}\]\[2x+16=±5\]\[2x=-16±5\]\[x=\frac{-16±5}{2}\]\[So,\]\[x=-\frac{21}{2}\]\[and\]\[x=-\frac{11}{2}\]
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