5x−4x2−7x−5x2−5x−x25x-4x^2-7x-5x^2-5x-x^25x−4x2−7x−5x2−5x−x2
4x2−5x+1≥10x−2x2−54x^2-5x+1\ge10x-2x^2-54x2−5x+1≥10x−2x2−5
w=x2⋅z2+xyz+yz2w=x^2\cdot z^2+xyz+yz^2w=x2⋅z2+xyz+yz2
12⋅log(49)=log(x−3)\frac{1}{2}\cdot\log\left(49\right)=\log\left(x-3\right)21⋅log(49)=log(x−3)
144⋅49\sqrt{144\cdot49}144⋅49
∫−7x+2(x−6)2(x−4)dx\int\frac{-7x+2}{\left(x-6\right)^2\left(x-4\right)}dx∫(x−6)2(x−4)−7x+2dx
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