(−x3+x)3−x2+2x(3−x2)\frac{\left(-x^3+x\right)}{\sqrt{3-x^2}}+2x\left(\sqrt{3-x^2}\right)3−x2(−x3+x)+2x(3−x2)
x +6 = 3.x −4 \:x\:+6\:=\:3.x\:-4\:x+6=3.x−4
2000(1+0.2018)2000\left(1+0.20^{18}\right)2000(1+0.2018)
limx→0(2x−5)⋅(15x2+2)\lim_{x\to0}\left(2x-5\right)\cdot\sqrt{\left(\frac{1}{5x^2+2}\right)}x→0lim(2x−5)⋅(5x2+21)
x2<5x^2<5x2<5
20(−1.5y+0.75)20\left(-1.5y+0.75\right)20(−1.5y+0.75)
−9p−4p-9p-4p−9p−4p
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