MAT136H1 Lecture Notes - Lecture 13: Improper Integral

• School: UTSG
• Department: Mathematics
• Course: MAT136H1
• Professor: Roberta Iseppi

Document Summary

I the integral of a function whose behaviour we already know if f cx) is a ft ) function study f r x ) for . x a and decide how it behaves. Make a comparison at another ft ) function if frxlegrx ) and grxldx converges if grx ) Ta frxldx diverges useful functions for comparison improper integral converges diverges. 0 dx does it work for rt ) functions. Why b/c if f- i x ) is not rt ) then it can hold f-f x ) dx.