(−6x2−5x−4)−(−52+x−7)\left(-6x^2-5x-4\right)-\left(-5^2+x-7\right)(−6x2−5x−4)−(−52+x−7)
∫xew3dw\int xe^{\sqrt[3]{w}}dw∫xe3wdw
(2x2+10)2\left(2x^2+10\right)^2(2x2+10)2
sin(−t)1+cos(−t)−csc(−t)\frac{\sin\left(-t\right)}{1+\cos\left(-t\right)}-\csc\left(-t\right)1+cos(−t)sin(−t)−csc(−t)
∫55π(−cos(x)+sen(x))dx\int_5^{5\pi}\left(-cos\left(x\right)+sen\left(x\right)\right)dx∫55π(−cos(x)+sen(x))dx
∫x3x−1dx\int x\sqrt{3x-1}dx∫x3x−1dx
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