∫(x2+3)cos(x3+9x+42)dx\int\left(x^2+3\right)cos\left(x^3+9x+42\right)dx∫(x2+3)cos(x3+9x+42)dx
∫x+3(x−3)dx\int x+3\left(x-3\right)dx∫x+3(x−3)dx
3tan(54x)+3=03\tan\left(\frac{5}{4}x\right)+\sqrt{3}=03tan(45x)+3=0
∫4x2−9x−4x3−x2−2xdx\int\frac{4x^2-9x-4}{x^3-x^2-2x}dx∫x3−x2−2x4x2−9x−4dx
∫sen2 z cos6z dz\int sen^2\:z\:cos^6z\:dz∫sen2zcos6zdz
∫csc2(2o)cot(2o)do\int\csc^2\left(2o\right)\cot\left(2o\right)do∫csc2(2o)cot(2o)do
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