limx→2(8x3−12x−1)\lim_{x\to2}\left(\frac{8x^3-1}{2x-1}\right)x→2lim(2x−18x3−1)
∫32x2xdx\int^32x^2xdx∫32x2xdx
∫ndn\int\sqrt{n}dn∫ndn
2(2x+2) −17 ⋅ 2x + 4 = 02^{\left(2x+2\right)}\:-17\:\cdot\:2^x\:+\:4\:=\:02(2x+2)−17⋅2x+4=0
−15−12y+19−4-15-12y+19-4−15−12y+19−4
5a4+3a2+a4+4a25a^4+3a^2+a^4+4a^25a4+3a2+a4+4a2
x+x−x+y+y−z+z−zx+x-x+y+y-z+z-zx+x−x+y+y−z+z−z
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