01:32

5b: Checking Lines using Desmos

16:28

Completing the Square - Examples Part 2

06:19

Factoring Special Trinomials

14:47

GC Introduction of Factoring

13:34

5.5.2 Introduction of How to Find a Determinant of a 3x3 Matrix

10:07

5.5.3 Examples of Finding Determinants of 3x3 Matrices

10:15

5.5.1 Finding the Determinant of 2x2 Matrices

05:18

5.5.4 Finding the Determinant of a 3x3 by using Diagonal Method

15:07

5.5.6 Cramer's Rule

08:46

5.4.5 Checking the Inverse of a Matrix using the TI-84 Graphing Calculator

25:46

5.4.4 Solving a System of Equations by using an Inverse Matrix

08:58

5.4.3 Finding the Inverse of a Three Dimensional Matrix

09:09

5.4.2 Steps to Finding an Inverse of a Matrix

12:19

5.4.1 Introduction to Inverse of a Matrix

10:04

5.3.6 Matrix Operations on the TI-84 Graphing Calculator

05:41

5.3.5 Setting up Matrix Equations

10:32

5.3.4 Matrix Multipliction Properties and Applications

11:14

5.3.3 Examples of Matrix Multiplication

11:24

5.3.2 Matrix Properties and Introduction to Matrix Multiplcation

13:21

5.3.1 Matrix Definitions, Addition, and Subtraction

15:47

5.3 .7 Application Continued

06:54

5.3.6 Application of Derivatives of Exponential and Logarithmic Functions

09:25

5.3.5 Logarithmic Differentiation

09:08

5.3.4 Derivative of Exponential and Logarithm Functions.

11:02

5.3.3 Derivative of the Natural Logarithmic Function, ln(x)

11:56

5.3.2 Differentiating e^x Examples

10:16

5.3.1 Derivative of e^x

07:12

4.5.8 Exponential Decay: Carbon-14 dating

12:23

4.5.7 Applications of Exponential and Logarithmic Equations

07:53

4.5.6 Solving Logarithmic Equations Using Equivalence Property; Solve by Graphing

12:57

4.5.3 Soving Exponential Equations with Exponents on Both Sides; Checking with Graphing Calculator

10:32

4.5.5 Solving Logarithmic Equations using Logarithmic properties

13:23

4.5.4 Solving Exponential Equations by using Common and Natural Logarithms, Quadratic Look-A-Likes

08:05

4.5.2 Checking Exponential Equations by Graphing, and Solving by using Logarithms

10:18

4.5.1 Solving Exponential Equations using the Equivalence Property

08:14

4.4.5 Simplifing Logarithmic Examples Given Approximate Values

06:43

4.4.2 Logarithmic Quotient Property

09:35

4.4.1 Logarithmic Product Property

11:57

4.4.4 Using Logarithm Properties to Rewrite Single Logarithms in Multiple and Vice Versa

06:23

4.4.3 Logarithmic Power Property

10:24

5.3.6 More Graph Examples of Logarithmic Functions

12:00

4.3.5 Graphing Logarithmic Functions using Transformations

11:21

4.3.4 Introduction to Graphing Logarithmic Functions

15:35

4.3.3 Basic Properties of Logarithms and Calculator

11:37

4.3.2 Common and Natural Logarithms, and Special Examples

14:27

4.3.1 Introdcution to Logarithmic Functions

06:44

4.1.7 Effective Nominal Rate

14:32

4.2.6 Calculating Future and Present Value of Compound Interest

04:07

5.1.2 Solving Simple Exponential Equations

10:02

5.1.1 Reviewing Exponential Properties

07:21

4.2.6 Continuously Compound Interest

13:43

4.2.5 Graphing e Functions with Transformations

15:38

4.2.4 Compound Interest and Introduction to the Number e

10:21

4.2.2 Exponential Function Characteristics and Review of Transformations

12:27

4.2.3 Using Transformations to Graph Exponential Functions

12:25

4.2.1 Introdcution to Exponential Functions and Graphs

11:33

3.5.6 Special Examples of Solving Polynomial and Rational Inequalities

11:26

3.5.1 Solving Polynomial Inequalities Introduction

16:04

3.5.7 Polynomial Inequality Applied Examples

11:33

3.5.6: Polynomail and Rational Inequality Special Cases