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Description

Spring 2016

Benjamin Klaff

MATH 1220

These notes cover the Equilibrium Theory, the definition of sequential differentiability, the Product Law Proof, and the Reciprocal Law Proof.

These notes cover the Cauchy condition for convergence of a series, some review and tips on studying, and preliminary calculations and proofs for the Weierstrass M-test.

These notes cover an example of the application of the Ratio Test and the proof for a Function which is Uniformly Converged to by a Sequence of Continuous Functions is Continuous.

These notes cover the p-Test, the Leibniz Test, and use of the Ratio Test.

These notes cover a continuation of discussion about Power series, the introduction and definition of Taylor series and their application, and bump functions.

These notes cover some review for Taylor series and the ratio test.

These notes are detailed calculations and answers on homework section 7.1

These are homework problems on section 7.2

These notes are homework solutions to section7.3 of Calculus II.

THESE NOTES COVER SECTION 7.4 OF CALC II AND INCLUDE REVIEW FOR 7.1 THROUGH 7.3.

These notes cover section 7.4 homework

These are detailed set of solutions to Homework 7.5

HOMEWORK 7.8

HOMEWORK SECTION 10.3

These notes cover section 10.4 homework problems.

STUDY GUIDE FOR MIDTERM 1 ON TUESDAY

MATH1220 HOMEWORK9.6

Complete solutions to the practice exam 2!!

MATH1220, HOMEWORK 11.1

MATH1220, HOMEWORK 11.3

MATH1220, HOMEWORK 11.8