Solving these limits without using L'Hospital's rule, show all calculations step by step. n+2 sin(n) 1+n n+

Solving these limits without using L'Hospital's rule, show all calculations step by step.

 

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n+2 sin(n³) √1+n² √n²+ n-√n²-1. 2-√√²-5 (a) limn→∞ +2 (b) limno (c) limx→-32) x+3 COS(TX) (d) lim-3 (2-3)²(x+1)* 41-1 (e) lim-4 2-√ sin(5x) (f) limx→0 sin(32) (g) limo x² csc x cotx. 2x-1 (h) limx→∞ √3x²+x+1° n+2 sin(n³) √1+n² √n²+ n-√n²-1. 2-√√²-5 (a) limn→∞ +2 (b) limno (c) limx→-32) x+3 COS(TX) (d) lim-3 (2-3)²(x+1)* 41-1 (e) lim-4 2-√ sin(5x) (f) limx→0 sin(32) (g) limo x² csc x cotx. 2x-1 (h) limx→∞ √3x²+x+1°