This channel provides a lecture series on calculus. It is aimed at the late secondary school and undergraduate university level. It seeks to provide clear and simple explanations of topics, and useful examples and applications. Please subscribe to this channel if you find this content useful.

1.8 One-Sided Limits
13:22
1.8 One-Sided Limits
7.6 Differentiation Rules for Vector Functions
31:32
7.6 Differentiation Rules for Vector Functions
7.5 The Derivative of a Vector Function | Definition Explained
16:42
7.5 The Derivative of a Vector Function | Definition Explained
7.4 Vector Functions Explained
29:41
7.4 Vector Functions Explained
1.7 Properties of Limits: Limit Rules
17:49
1.7 Properties of Limits: Limit Rules
2.9 Proof of the Derivative Quotient Rule
13:18
2.9 Proof of the Derivative Quotient Rule
2.8 Proof of the Derivative Product Rule
8:59
2.8 Proof of the Derivative Product Rule
2.7 Proof of the Derivative Sum Rule
6:32
2.7 Proof of the Derivative Sum Rule
2.6 Proof of the Constant Multiple Differentiation Rule
4:48
2.6 Proof of the Constant Multiple Differentiation Rule
2.5 Proof of the Constant Function Differentiation Rule
3:34
2.5 Proof of the Constant Function Differentiation Rule
7.3 The Dot Product Explained
22:55
7.3 The Dot Product Explained
7.2 How to Add and Subtract Vectors
12:33
7.2 How to Add and Subtract Vectors
7.1 Introduction to Vectors
25:58
7.1 Introduction to Vectors
3.5 Concavity and Points of Inflection Explained | Applications of Derivatives
20:12
3.5 Concavity and Points of Inflection Explained | Applications of Derivatives
3.1 Critical Points and Extreme Values | Applications of Derivatives
20:17
3.1 Critical Points and Extreme Values | Applications of Derivatives
6.4 How to Calculate the Length of a Curve Explained | Applications of Integrals
24:54
6.4 How to Calculate the Length of a Curve Explained | Applications of Integrals
6.3 How to Calculate Work Done by a Variable Force | Applications of Integrals
19:10
6.3 How to Calculate Work Done by a Variable Force | Applications of Integrals
4.14 Integration by Substitution Explained
40:04
4.14 Integration by Substitution Explained
6.2 Calculating Volume by Rotation (Solids of Revolution, the Disk Method) Applications of Integrals
12:14
6.2 Calculating Volume by Rotation (Solids of Revolution, the Disk Method) Applications of Integrals
6.1 How to Calculate Volume with the Method of Slicing (Explained!) | Applications of Integrals
22:56
6.1 How to Calculate Volume with the Method of Slicing (Explained!) | Applications of Integrals
5.1 How to Learn the Fundamental Theorem of Calculus
5:27
5.1 How to Learn the Fundamental Theorem of Calculus
1.6 What's a Continuous Function?
23:14
1.6 What's a Continuous Function?
4.13 Proof (explained!) of the Fundamental Theorem of Calculus, Part 2 (Integral Evaluation Theorem)
17:25
4.13 Proof (explained!) of the Fundamental Theorem of Calculus, Part 2 (Integral Evaluation Theorem)
4.12 The Fundamental Theorem of Calculus, Part 2 Explained (Integral Evaluation Theorem)
12:37
4.12 The Fundamental Theorem of Calculus, Part 2 Explained (Integral Evaluation Theorem)
4.11 Proof (explained!) of the Fundamental Theorem of Calculus, Part 1
19:59
4.11 Proof (explained!) of the Fundamental Theorem of Calculus, Part 1
4.10 The Fundamental Theorem of Calculus Part 1 Explained
15:17
4.10 The Fundamental Theorem of Calculus Part 1 Explained
4.9 Mean Value Theorem for Definite Integrals Explained
38:07
4.9 Mean Value Theorem for Definite Integrals Explained
Mean Value Theorem for Derivatives Explained
32:53
Mean Value Theorem for Derivatives Explained
1.5 What's a Closed Interval?
3:14
1.5 What's a Closed Interval?
4.8 Average (Mean) Value of a Function Explained
29:36
4.8 Average (Mean) Value of a Function Explained