limx→−∞(x4+12x2−3)\lim_{x\to-\infty}\left(\frac{\sqrt{x^4+1}}{2x^2-3}\right)x→−∞lim(2x2−3x4+1)
x5−2<6\frac{x}{5}-2<65x−2<6
2(x+1)−3x≥−52\left(x+1\right)-3x\ge-52(x+1)−3x≥−5
32a5bc6\sqrt{32a^5bc^6}32a5bc6
−9p−12p-9p-12p−9p−12p
x+5y =15x+5y\:=15x+5y=15
4 + (−6) − 4 + (−8) − (−7) + (−11) + 4 − (−5) + (4) − (−3) + 4 − 114\:+\:\left(-6\right)\:-\:4\:+\:\left(-8\right)\:-\:\left(-7\right)\:+\:\left(-11\right)\:+\:4\:-\:\left(-5\right)\:+\:\left(4\right)\:-\:\left(-3\right)\:+\:4\:-\:114+(−6)−4+(−8)−(−7)+(−11)+4−(−5)+(4)−(−3)+4−11
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