∫cos(4x−3)dx\int\cos\left(4x-3\right)dx∫cos(4x−3)dx
p(x)=x(x−1)+x3−1p\left(x\right)=x\left(x-1\right)+x^3-1p(x)=x(x−1)+x3−1
2x−x+1x\frac{2x-x+1}{x}x2x−x+1
5a−b+bc+3a−4b−3c+d5a-b+bc+3a-4b-3c+d5a−b+bc+3a−4b−3c+d
−3⋅5(4⋅2)-3\cdot5\left(4\cdot2\right)−3⋅5(4⋅2)
n2−6+36n^2-6+36n2−6+36
−12+8v−7v−2-12+8v-7v-2−12+8v−7v−2
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