Finding the Range of a Logarithmic Function Using Algebraic Methods
Автор: MAthsCoach Indelible
Загружено: 2026-03-14
Просмотров: 0
Описание:
This video explains how to determine the range of a logarithmic function using algebraic methods.
We analyse the algebraic behaviour of logarithmic functions and show why their outputs can extend across all real numbers while the domain remains restricted by the argument of the logarithm.
Understanding this behaviour is essential for first-year calculus students studying functions, exponential-logarithmic relationships, and inverse functions.
Topics covered:
• Algebraic behaviour of logarithmic functions
• Relationship between exponential and logarithmic functions
• Understanding output values of logarithmic functions
• Writing the range using interval and set notations
Suitable for undergraduate mathematics students studying functions and algebraic methods.
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