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Learn how to evaluate limits analytically using direct substitution, rationalization, and properties of limits. Practice problems included.
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Quiz Quiz2
Section 1.3 Evaluating Limits Analytically By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Section 1.3 By Marin and Emily
Basic Limits x cannot = -1
Basic Limits x^2+4 >=0 Defined for all reals Defined in the neighborhood of x=0
Basic Limits We just found the limit analytically!!!
Properties of Limits • Scalar multiple • Sum or difference • Product • Quotient • Power Direct substitution works for all polynomial and rational functions with non-zero denominators.
In class/33-36 The End HW 1.3/3,7,11,17,19,25,27,29,31,37,39,43,45,47,51,53,54,57
33. Indeterminate 0/0
34. Indeterminate 0/0
35. Indeterminate 0/0
36. Indeterminate 0/0