ddxttt\frac{d}{dx}t^{t^t}dxdttt
3x2−6x≤03x^2-6x\le03x2−6x≤0
cos2x−sin2x=1cos^2x-sin^2x=1cos2x−sin2x=1
(cot4(t)−csc4(t))\left(\cot^4\left(t\right)-\csc^4\left(t\right)\right)(cot4(t)−csc4(t))
(a2−49)⋅(6)⋅((a+1)2+(a−1)2)\left(a^2-49\right)\cdot\left(6\right)\cdot\left(\left(a+1\right)^2+\left(a-1\right)^2\right)(a2−49)⋅(6)⋅((a+1)2+(a−1)2)
(b3)−23\left(b^3\right)^{-\frac{2}{3}}(b3)−32
4x = 2x4^{x\:}=\:2^x4x=2x
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