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6x^2-12x=0
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hi juniors mom, are you looking for the roots of x?
pull out a 6x, and try to solve
quadratic equations.
X = -b\[x = -b \pm \sqrt{b ^{2}-4(a)(c)}\div2(a)\]
why bother with quadratics?
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Ignore that first x = -b >_<
6x^2-12x=0 6x(x-2)=0 x1=0 x2=2
First divide both sides by 6: 6x^2-12x=0 =====> x^2-2x=0 Then, factor our the x===> x(x-2)=0 Then you use the property that when you multiply two numbers and get zero either one of the numbers is zero or both of them are zero. So you have x is one of the numbers so x=0 OR the other number x-2=0 ===> x=2 (adding 2 to both sides) solution: x=0 or 2
6x^2-12x=0 6x^2=12x x=12/6=2
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