9−x=2\sqrt{9-x=2}9−x=2
2x2−15x+252x2+10x\frac{2x^2-15x+25}{2x^2+10x}2x2+10x2x2−15x+25
x4−6x2+7x^4-6x^2+7x4−6x2+7
∫ex−3dx\int e^{x-3}dx∫ex−3dx
dndw+n=ne2+w\frac{dn}{dw}+n=ne^{2+w}dwdn+n=ne2+w
limx→∞(t(ln(1−3t)))\lim_{x\to\infty}\left(t\left(ln\left(1-\frac{3}{t}\right)\right)\right)x→∞lim(t(ln(1−t3)))
x−14=−16x-14=-16x−14=−16
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