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−z2+15−4z=0-z^2+15-4z=0−z2+15−4z=0
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0=6t2−50=6t^2-50=6t2−5
4−3x=04-3x=04−3x=0
−12u+7−34u2=0-\frac{1}{2}u+7-\frac{3}{4}u^2=0−21u+7−43u2=0
0=s(s−9)0=s\left(s-9\right)0=s(s−9)
m2+2n−1=0m^2+2n-1=0m2+2n−1=0
0=x+2x0=x+2x0=x+2x
12y2=012y^2=012y2=0
3w2+8w−5−3w2=03w^2+8w-5-3w^2=03w2+8w−5−3w2=0
0=11v−12v2+130=11v-12v^2+130=11v−12v2+13
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