∫0x4sec(x)tandx\int_0^{\frac{x}{4}}\sec\left(x\right)\tan dx∫04xsec(x)tandx
(1−d2)(7−d2)\left(1-d^2\right)\left(7-d^2\right)(1−d2)(7−d2)
9−5.5+3−79-5.5+3-79−5.5+3−7
(5w21x8y2)3\left(5w^{21}x^8y^2\right)^3(5w21x8y2)3
ddyw2exyz\frac{d}{dy}w^2e^{xyz}dydw2exyz
∫−36x2+4dx\int-\sqrt{36x^2+4}dx∫−36x2+4dx
dydx=10x6y+3\frac{dy}{dx}=10x\sqrt{6y+3}dxdy=10x6y+3
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