4x2+8x+1=54x^2+8x+1=54x2+8x+1=5
1sin 2x\frac{1}{sin\:2x}sin2x1
limx→0(sinx2−sin6)\lim_{x\to0}\left(sinx^2-sin6\right)x→0lim(sinx2−sin6)
x4 y2−16x^4\:y^2-16x4y2−16
(−1000)−(−500)\left(-1000\right)-\left(-500\right)(−1000)−(−500)
limx→∞((1+13x)4x)\lim_{x\to\infty}\left(\left(1+\frac{1}{3x}\right)^{4x}\right)x→∞lim((1+3x1)4x)
(−8)(−8)(−3)\left(-8\right)\left(-8\right)\left(-3\right)(−8)(−8)(−3)
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