∫(−48x3sin(4x4+5))dx\int\left(-48x^3\sin\left(4x^4+5\right)\right)dx∫(−48x3sin(4x4+5))dx
2x2−6x−52x^2-6x-52x2−6x−5
(−8)−23−2\frac{\left(-8\right)^{-2}}{3^{-2}}3−2(−8)−2
(x−4t)2\left(x-4t\right)^2(x−4t)2
3c−14=193c-14=193c−14=19
[8−(+4−8)+6−2]^{\left[8-\left(+4-8\right)+6-2\right]}[8−(+4−8)+6−2]
tan2(x)=38\tan^2\left(x\right)=\frac{3}{8}tan2(x)=83
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