130 likes | 280 Vues
Learn to evaluate limits at infinity, handle vertical asymptotes, and distinguish between converging and diverging integrals effectively. This lesson covers essential strategies and examples to deepen your understanding.
E N D
Limits at Infinity If f(x)has a VA at b:
Limits at Infinity If f(x)has a VA at a:
Limits at Infinity If f(x) has a VA at a & b, use the following, then apply the first 2 rules:
If the limit exists, then the integral CONVERGES. • If the limit DNE, then theintegral DIVERGES.