10:08

Mean

29:51

Exponential Growth and Decay

33:49

Solutinos to Differetial Equations

30:56

MATHEMATICAL MODELING SETTING UP A DIFFERENTIAL EQUATION

22:19

Median

48:30

Cumulative Distribution Functions

38:41

Density Functions

11:44

PDF

50:24

Denisty Functions

31:50

Present and Future Value

15:01

Compounding Interest & Present and Future Value of single payments.

19:50

Wage and price controls

34:43

consumer and produces surplus

06:03

Supply and Demand

31:17

Using the Fundamental Theorem to find Definite Integrals

53:18

Analyzing Anti Derivatives Numerically and Graphically

33:20

Integration By parts

12:11

Integration by Substitution Trigonometric Functiosn

12:44

Integration by Substitution natural logarithm

13:54

Integration by Substitution Power Rule

22:55

Integration by Substitution Exponentials

47:48

Anti-Derivatives and the Definite Integral

21:13

Interpretations of the Definite Integral

14:41

Cost with the Fundamental Theorem

39:44

Total Change and the Fundamental Theorem of Calculus

24:05

Definite Integral with Positive and Negative Area

16:36

Area Between Curves

13:51

Definite Integral with Negative Area

20:32

The Definite Integral

09:49

Reimann Sums

49:36

Distance and Accumulated Change

14:47

Surge Function Introduction

16:58

Logistic Growth Curves

21:22

Profit, Revenue, and Cost applications

33:44

Global Maximum and Mininimum

29:50

Inflection Points

19:59

Classifying Critical Points using the Second Derivative

23:25

Classifying Critical Points with the First Derivative Test

12:12

Classifying Critical Points- using the original function

32:26

Critical Points

19:18

Quotient Rule

25:20

Product Rule

12:12

Multiple chain rules

11:35

Chain Rule for Sine and Cosine

09:37

Chain Rule -Natural Logarithm

14:18

Chain Rule - Exponentials

14:30

Chain Rule Polynomials and Power Functions

21:15

Chain Rule Introduction and FunctionlessExamples

31:39

Derivatives of Exponentials and Natural Log

55:13

Derivative Formulas Polynomials, Power Functions, and Trig Functions

27:40

Second Derivative

15:58

Local linearity

23:55

Units of the Derivative

41:05

Derivative Function

23:51

Derivative and the Instantaneous rate of change

27:42

Intantaneous Rate of Change

17:06

Continuity

25:12

Limits

42:04

Average rate of change

34:35

Periodic Functions