−2u2+3u2−1-2u^2+3u^2-1−2u2+3u2−1
∫7x−3dx\int7x^{-3}dx∫7x−3dx
4a29−25b24\frac{4a^2}{9}-\frac{25b^2}{4}94a2−425b2
14 < 8x − 214\:<\:8x\:-\:214<8x−2
limt→0(e2t−1t)\lim_{t\to0}\left(\frac{e^{2t}-1}{t}\right)t→0lim(te2t−1)
−1(625)−1(256)−5(25)(16)−8+7(125)(4)+10(64)-1\left(625\right)-1\left(256\right)-5\left(25\right)\left(16\right)-8+7\left(125\right)\left(4\right)+10\left(64\right)−1(625)−1(256)−5(25)(16)−8+7(125)(4)+10(64)
4x−x2−12<ma4x-x^2-12<ma4x−x2−12<ma
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