How to show that a Function is One-to-One algebraically | SHS 1 ELECTIVE MATH

Описание к видео How to show that a Function is One-to-One algebraically | SHS 1 ELECTIVE MATH

This video discusses how to prove whether a function is one-to-one. A one to one function is the one where if the elements in the domain have distinct values in the codomain or range. For a function to be one to one, f(a) = f(b) such that a = b.

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Content
1. How to show whether a function is one to one or not.

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