5x2y−8xy2−9y3; x=2; y=−15x^2y-8xy^2-9y^3;\:x=2;\:y=-15x2y−8xy2−9y3;x=2;y=−1
(10x)x+23=(10x)3x−26\left(10x\right)\frac{x+2}{3}=\left(10x\right)\frac{3x-2}{6}(10x)3x+2=(10x)63x−2
48x3+−18x348x^3+-18x^348x3+−18x3
(7xz2−4xy2)2\left(7xz^2-4xy^2\right)^2(7xz2−4xy2)2
∫ (3x2+x−2)(x−1)(x2+1)dx\int\:\frac{\left(3x^2+x-2\right)}{\left(x-1\right)\left(x^2+1\right)}dx∫(x−1)(x2+1)(3x2+x−2)dx
4x2+32\frac{4x}{2}+3^224x+32
115−(−385)115-\left(-385\right)115−(−385)
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