22x16y86x4y2\frac{22x^{16}y^8}{6x^4y^2}6x4y222x16y8
sin(2x)=−2cos(x)\sin\left(2x\right)=-2\cos\left(x\right)sin(2x)=−2cos(x)
∫(x x4−14x2+50)dx\int\left(\frac{x}{\:x^4-14x^2+50}\right)dx∫(x4−14x2+50x)dx
(x−2y4⋅2y3(2y3)−1)3\left(\frac{x^{-2}y^4\cdot2y^3}{\left(2y^3\right)^{-1}}\right)^3((2y3)−1x−2y4⋅2y3)3
−cos2x2-\frac{cos2x}{2}−2cos2x
(5x4−2516x2)\left(5x^4-\frac{25}{16}x^2\right)(5x4−1625x2)
3x2−24x+453x^2-24x+453x2−24x+45
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