Axiomatic Probability - Mathematics

In this video, we will talk about the properties of empirical probability and theoretical probability and why it's necessary to learn the axiomatic approach to probability.

In this video, we will define the terms mentioned in the video title and also discuss a couple of examples related to them.

In this video, we will define events based on a typical experiment.

In this video, we will talk about the occurrence of an event. We'll also talk about Impossible events, Sure events, Simple events and compound events that are different types of events.

In this video, we will talk about complementary events. We'll also talk about some common concepts related to sets such as intersection, union, etc. that will be used in the next videos.

In this video, we'll do a quick review of the concept of functions and relations since it's going to be used in one the upcoming definitions.

In this video, we will use an example to show how to calculate the probability of an event using the axiomatic approach to probability.

In this video, we will use an example to show how to calculate the probability of an event using the axiomatic approach to probability.

Example 12 #1

Example 12 #2

Example 12 #3

Example 13

Example 13 #2

Exercise 1 and 2

Exercise 3 #1

Exercise 3 #2, Exercise 4

Exercises 5, 6, 7

Exercises 7, 8, 9, 10, 11, 12

Exercises 13, 14, 15, 16, 17, 18

Exercises 19 and 20

Exercise 21

Example 14 #1

Example 14 #2

Example 15 #1

Example 15 #2

Example 16

Example 17

Exercise 1

Exercise 2

Exercise 3 and 5

Exercise 6 and 7

Exercise 8 and 9

Exercise 10