Evaluate the following limit :\(\lim\limits_{\text x \to \infty}\cfrac

1.	Evaluate the following limit :\(\lim\limits_{\text x \to \infty}\cfrac{(3\text x-1)(4\text x-2)}{(\text x+8)(\text x-1)}\)lim(x→∞) (3x - 1)(4x - 2)/(x + 8)(x - 1)
Answer» Given :\(\lim\limits_{\text x \to \infty}\cfrac{(3\text x-1)(4\text x-2)}{(\text x+8)(\text x-1)}\) Hence,\(\lim\limits_{\text x \to \infty}\cfrac{(3\text x-1)(4\text x-2)}{(\text x+8)(\text x-1)}\)= 12

Evaluate the following limit :\(\lim\limits_{\text x \to \infty}\cfrac{(3\text x-1)(4\text x-2)}{(\text x+8)(\text x-1)}\)lim(x→∞) (3x - 1)(4x - 2)/(x + 8)(x - 1)

Answer»

Given :\(\lim\limits_{\text x \to \infty}\cfrac{(3\text x-1)(4\text x-2)}{(\text x+8)(\text x-1)}\)

Hence,\(\lim\limits_{\text x \to \infty}\cfrac{(3\text x-1)(4\text x-2)}{(\text x+8)(\text x-1)}\)= 12