1x2−7x1+12x01x^2-7x^1+12x^01x2−7x1+12x0
ln(3xy)=x+x5\ln\left(3xy\right)=x+x^5ln(3xy)=x+x5
limx→∞(ln(9xx+3))\lim_{x\to\infty}\left(ln\left(\frac{9x}{x+3}\right)\right)x→∞lim(ln(x+39x))
(−2a+5b)(2a−5b)\left(-2a+5b\right)\left(2a-5b\right)(−2a+5b)(2a−5b)
limx→t(x2−t2x+t)\lim_{x\to t}\left(\frac{x^2-t^2}{x+t}\right)x→tlim(x+tx2−t2)
1+sin(u)cos(u)1+\frac{\sin\left(u\right)}{\cos\left(u\right)}1+cos(u)sin(u)
15m2n+30mn15m^2n+30mn15m2n+30mn
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