MATH 122 Spring 2008 & Summer 1 2007

Lecture Notes

Marginal Cost Illustration

Function y = e^x

Review of Avg Value of a fn, Logistic equation, and Improper Integrals

Governor's Proclamation

NIST

Metric Awareness Test

Metric Crossword puzzle

Metric Handout for Math 122

Metric Skin2

Going Metric is easy

The Seven Basic Units in the Metric System

Yotta

LHS & RHS

Notes on Integration

Ch2Review

AREA BETWEEN TWO CURVES

Class Discussion- Area between two curves

Doubling Time and Half

Explain in words what the integral represents and give units for the integral Section 5

Integral represents & units Prob 6 Page 258 Salinity

Integral represents & units Prob 6 page 266 Review Ex

Find the equation of the tangent line

How to find the equation of the tangent line

Introduction to the Derivative Sections

Smiling Faces

Velocity

Position function Velocity and acceleration

One Possible Answer to Problem 26 page 267

Problem 19 Page 6 Sec 1

Problem 2 page 111

Problem 25 Page 6 Section 1

Differentials

Exponential Derivative

Lecture Notes Product Rule

Lecture Notes Sec 3.3 The Chain Rule

Lecture Notes Sec 6.1 Avg Value of Fn

Lecture Notes_ on Rel Max & Rel Min

Lecture_Notes_Absolute Max Absolute Min

Lecture_Notes_Antiderivatives Section 7.1

Lecture_Notes_Rel Max Rel Min y = e^-x^2

Lecture_Notes_Section 7.3 & Improper Integrals

Lecture_Notes1 LHS & RHS

Lecture notes on Differentials. sec 2.3

Lecture notes on review of sec 1.1-1.3&1.4

Lines lope question

Logistic Curve Problem

Logistic_Growth_Model

Marginal Cost_Marginal Revenue sec 2.5

Max_&_Min blank work sheet

Max_&_Min_Class_ y = -x^3 + 9x

Newspaper_Headlines

Notes on Integration

Sec 5.4 Interpretations_of_definite_integral

Smiling_Face_2nd_Derivate

Logistic_Growth_Model

Your Age as an Integral

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Last Modified       :09/24/2008 11:46 AM