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Use the technique of completing the square to transform the quadratic equation into the form (x + c)2 = a. 3x2 – 48x + 153 = 0
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divide by 3:\[x^2-16x+51=0\]
then move 51 to the other side: \[x^2-16x=-51\]
then add a number to both sides so that the Left Hand Side is a perfect square: \[x^2-16x+C= -51+C\]
ohhhhhhh
\[C=\left( -16 \over 2 \right)^2\]
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\[x^2-16x+64=-51+64\]\[\left( x-8 \right)^2=13\]\[x-8=\pm \sqrt{13}\]\[x=8\pm \sqrt{13}\]
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