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Description

Spring 2019

Ayla Gafni

MTH 142

sketching of curves and all the steps (asymptotes, intercepts, concavity, etc)

4.5 -more examples on graphing curves, covers some more difficult equations 4.7 -optimization using max/min -examples with word problems

-antiderivatives -introduction to the idea of integrals -introduction to Riemann Sums

-continuation on area and distance -introduction to definite integrals -introduction to fundamental theorem of calculus

-distance and displacement -area -volume -u substitution -work -Hooke's law -Total work

A short review of concepts from MTH 141 that show up early in MTH 142.

Review of Curve-Sketching

Review of Optimization

A review of area and distance

Review of the fundamental theorem of calculus

A review of volumes

A review of integration by parts

A review on how to solve improper integrals problems

An overview of techniques of integration

Exam 1 Material Study Guide

Exam 2 Material Study Guide

Material after exam 2

Material for after Exam 2

-Midterm 1, midterm 2, and post midterm 2