Gain an understanding of mathematical proofs and how they are applied. This course will examine different types of proofs and encourage student participation in exercises.
Are you intrigued by mathematical proofs and how they are constructed? Do you like to win arguments and be able to back yourself up? Have you always thought that only Math geniuses can do proofs? Well, you can understand and write maths proofs too! This course is an introduction to proofs and helps you understand what they are about. We start with one of the most famous methods of proof, known as proof by contradiction. We first explain what this is and then we start going right into some exercises! This programme proves several math statements. For example, there is an infinite number of prime numbers. By the end of this course, you become familiar with proofs and can embark on your journey with proofs with a solid foundation of how they really work.
Course Content
5 LESSONS
5 HOURS Total Length
Lesson 1
Proof by Contradiction
60 minutes
Lesson 2
Direct Proof
60 minutes
Lesson 3
Proof by Induction
60 minutes
Lesson 4
Additional Example Proofs
60 minutes
Lesson 5
Applying Proofs and Course Conclusion
60 minutes
Key Skills
Proofs
Problem Solving
Algebra
Functions
Educator
Marianthi B
Maths and Science Educator
Through discussion and analysis, Marianthi enables her students to flourish and excel in maths and science.