(4⋅243⋅16144)\left(\frac{4\cdot243\cdot16}{144}\right)(1444⋅243⋅16)
limx→∞(x(tan(5x)))\lim_{x\to\infty}\left(x\left(\tan\left(\frac{5}{x}\right)\right)\right)x→∞lim(x(tan(x5)))
∫(10+u)udu\int\frac{\left(10+u\right)}{u}du∫u(10+u)du
∫−66(56+2x2)dx\int_{-6}^6\left(\frac{5}{6+2x^2}\right)dx∫−66(6+2x25)dx
sin(a)(csc(a)−sec(a))=1−tan(a)\sin\left(a\right)\left(\csc\left(a\right)-\sec\left(a\right)\right)=1-\tan\left(a\right)sin(a)(csc(a)−sec(a))=1−tan(a)
4sec (x)−4tan (x)4\sec\:\left(x\right)-4\tan\:\left(x\right)4sec(x)−4tan(x)
3x2−3x+4≤03x^2-3x+4\le03x2−3x+4≤0
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