(2r−1)(2r−5)\left(2r-1\right)\left(2r-5\right)(2r−1)(2r−5)
(2x+1)2(x−1)\left(2x+1\right)^2\left(x-1\right)(2x+1)2(x−1)
∫(111−x22)dx\int\left(\frac{11}{\sqrt[2]{1-x^2}}\right)dx∫(21−x211)dx
30,77+9,96+33,3930,77+9,96+33,3930,77+9,96+33,39
−4x3y−4xy2; x=2; y=−1-4x^3y-4xy^2;\:x=2;\:y=-1−4x3y−4xy2;x=2;y=−1
∫e−ocos(2o)do\int e^{-o}\cos\left(2o\right)do∫e−ocos(2o)do
6⋅5.626\cdot5.6^26⋅5.62
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