MATH 3610: Module 06 - Binomial, Poisson, and Geometric Random Variables
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MATH 3610: Module 06 - Binomial, Poisson, and Geometric Random Variables
20:46
MATH 3610: Module 03 - Review of Descriptive Statistics
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MATH 3610: Module 03 - Review of Descriptive Statistics
11:02
MATH 3610: Module 01 - Tools for Organizing Data
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MATH 3610: Module 01 - Tools for Organizing Data
22:09
MATH 3610: Module 04 - Data Visualizations
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MATH 3610: Module 04 - Data Visualizations
14:08
MATH 3610: Module 02 - Getting to Know R
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MATH 3610: Module 02 - Getting to Know R
21:45
MATH 3610: Module 12 - Two Sample Testing
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MATH 3610: Module 12 - Two Sample Testing
10:46
MATH 3610: Module 10 - Hypothesis Testing
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MATH 3610: Module 10 - Hypothesis Testing
18:59
MATH 3610: Module 07 - Uniform and Normal Random Variables
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MATH 3610: Module 07 - Uniform and Normal Random Variables
16:06
MATH 3610: Module 11 - The Multiple Testing Problem
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MATH 3610: Module 11 - The Multiple Testing Problem
13:08
MATH 3610: Module 08 - Sampling Distributions and Central Limit Theorems
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MATH 3610: Module 08 - Sampling Distributions and Central Limit Theorems
19:58
MATH 3610: Module 05 - Putting It All Together
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MATH 3610: Module 05 - Putting It All Together
13:13
MATH 3610: Module 09 - Assessing Normality
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MATH 3610: Module 09 - Assessing Normality
9:04
MATH 3610: Module 13 - Multiple Regression
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MATH 3610: Module 13 - Multiple Regression
9:41
MATH 3610: Module 06 - Binomial, Poisson, and Geometric Random Variables_
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MATH 3610: Module 06 - Binomial, Poisson, and Geometric Random Variables_
20:46
MATH 3440: Module 07 - Putting It All Together
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MATH 3440: Module 07 - Putting It All Together
13:13
MATH 3440: Module 06 - Types of Data and Plots in R
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MATH 3440: Module 06 - Types of Data and Plots in R
9:05
MATH 3440: Module 08 - Shapes of Data Distributions
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MATH 3440: Module 08 - Shapes of Data Distributions
12:19
MATH 3440: Module 03 - Document Creation with R Markdown
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MATH 3440: Module 03 - Document Creation with R Markdown
7:48
MATH 3440: Module 01 - What Makes a Bad Graph Bad?
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MATH 3440: Module 01 - What Makes a Bad Graph Bad?
6:35
MATH 3440: Module 09 - Normal Distributions
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MATH 3440: Module 09 - Normal Distributions
10:47
Getting Started With Excel - Formulas in Excel
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Getting Started With Excel - Formulas in Excel
7:52
MATH 3440: Module 04 - Review of Descriptive Statistics
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MATH 3440: Module 04 - Review of Descriptive Statistics
13:50
MATH 3440: Module 05 - Getting Good Data
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MATH 3440: Module 05 - Getting Good Data
9:49
MATH 3440: Module 02 - Getting to Know R
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MATH 3440: Module 02 - Getting to Know R
13:56
MATH 3440: Module 10 - Determining Normality
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MATH 3440: Module 10 - Determining Normality
8:22
Getting Started With R - Basics of R and RStudio
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Getting Started With R - Basics of R and RStudio
6:49
Getting Started With R - Projects, Packages, and Importing Data
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Getting Started With R - Projects, Packages, and Importing Data
6:27
MATH 3700: Module 05 - Formulas for Derivatives
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MATH 3700: Module 05 - Formulas for Derivatives
16:31
MATH 3700: Module 06 - Product and Quotient Rules
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MATH 3700: Module 06 - Product and Quotient Rules
26:05
MATH 3700: Module 07 - The Chain Rule
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MATH 3700: Module 07 - The Chain Rule
9:56
MATH 3700: Module 04 - Introduction to the Derivative
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MATH 3700: Module 04 - Introduction to the Derivative
20:08
MATH 3700: Module 02 - Algebraic Review II
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MATH 3700: Module 02 - Algebraic Review II
18:05
MATH 3700: Module 03 - Limits
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MATH 3700: Module 03 - Limits
19:46
MATH 3700: Module 10 - Antiderivatives
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MATH 3700: Module 10 - Antiderivatives
18:51
MATH 3700: Module 12 - Applications of the Definite Integral
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MATH 3700: Module 12 - Applications of the Definite Integral
12:56
MATH 3700: Module 01 - Algbra Review I
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MATH 3700: Module 01 - Algbra Review I
23:05
MATH 3700: Module 09 - Derivatives and Function Behavior
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MATH 3700: Module 09 - Derivatives and Function Behavior
19:02
MATH 3700: Module 08 - Some Other Derivatives
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MATH 3700: Module 08 - Some Other Derivatives
21:17
MATH 3700: Module 11 - The Definite Integral
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MATH 3700: Module 11 - The Definite Integral
14:00
Getting Started With Excel - Interface, Entering Data, and Formatting
Dr. Barry Monk's Math & Stats Videos
Getting Started With Excel - Interface, Entering Data, and Formatting
5:22
eCore Calculus: Lesson Check 4.2 - Equation of Tangent Line with Log Function Involving Chain Rule
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eCore Calculus: Lesson Check 4.2 - Equation of Tangent Line with Log Function Involving Chain Rule
2:21
eCore Calculus: Lesson Check 4.2 - Equation of Tangent Line with Implicit Function
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eCore Calculus: Lesson Check 4.2 - Equation of Tangent Line with Implicit Function
4:59
eCore Calculus: Lesson Check 4.1 - Derivative of Quotient with Radicals
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eCore Calculus: Lesson Check 4.1 - Derivative of Quotient with Radicals
5:02
eCore Calculus: Lesson 3.2 - Derivative of Trig Expression
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eCore Calculus: Lesson 3.2 - Derivative of Trig Expression
4:55
eCore Calculus: Lesson 2.1 - Trig Limit Explanation
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eCore Calculus: Lesson 2.1 - Trig Limit Explanation
5:23
eCore Calculus: Lesson 4.1 - Derivatives of Inverse Trig Functions
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eCore Calculus: Lesson 4.1 - Derivatives of Inverse Trig Functions
24:30
Integration by Substitution
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Integration by Substitution
33:37
Examples and Properties of Definite Integrals
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Examples and Properties of Definite Integrals
30:09
eCore Calculus: Lesson 8.1 - Examples 3 and 4
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eCore Calculus: Lesson 8.1 - Examples 3 and 4
8:45
Definite Integrals and the Fundamental Theorems of Calculus
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Definite Integrals and the Fundamental Theorems of Calculus
16:05
Estimating Area Under a Curve
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Estimating Area Under a Curve
29:57
Antiderivatives
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Antiderivatives
19:51
Optimization
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Optimization
19:10
Concavity and the Second Derivative Test
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Concavity and the Second Derivative Test
26:12
Extrema and Increasing/Decreasing Part 2
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Extrema and Increasing/Decreasing Part 2
24:54
Extrema and Increasing/Decreasing Part 1
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Extrema and Increasing/Decreasing Part 1
33:12
eCore Calculus: Lesson 2.2 - The Squeeze Theorem
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eCore Calculus: Lesson 2.2 - The Squeeze Theorem
3:43
Implicit Differentiation
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Implicit Differentiation
18:50
The Chain Rule
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The Chain Rule
20:06
Product and Quotient Rules and Higher Order Derivative
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Product and Quotient Rules and Higher Order Derivative
22:04
Differentiation Rules
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Differentiation Rules
19:42
Introduction to the Derivative
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Introduction to the Derivative
16:38
Infinite Limits and Vertical Asymptotes
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Infinite Limits and Vertical Asymptotes
10:30
Continuity and One-Sided Limits
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Continuity and One-Sided Limits
15:18
Evaluating Limits Algebraically
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Evaluating Limits Algebraically
22:52
Introduction to Limits
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Introduction to Limits
11:08
eCore Calculus: Lesson 2.1 - Example 6
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eCore Calculus: Lesson 2.1 - Example 6
4:06