Modulus Function – Mathsmerizing

Modulus function : An alternate perspective

Modulus functions Lecture 1: Introduction and properties (details in description)

Modulus function Lecture 2: Inequality based equation |x+y|=|x|+|y| & |x-y|=|x|-|y|

Modulus function : Lecture 3 Definition of |f(x)| for equations, inequalities and calculus

Modulus function : Lecture 4 How to solve modulus equations |f(x)| = g(x) with selected examples

Modulus Inequalities | Lecture 5 | Properties based inequalities in modulus function :

Modulus function Lecture 6: Inequalities based on definition of |f(x)| with examples

Graphs of linear modulus functions y = |ax+b| + | cx+d| – |ex+f| Transformation of graphs lecture 7

Modulus function Lecture 7 : Graphical solution to equations and inequalities

Transformation of graph L2: Modulus function – Graphs of y=f(|x|), y=|f(x)|, |y|=f(x) with examples

Area bounded by max{|x|,|y|} and ||x|-|y|| : Modulus function solved examples

Modulus function solved example 1: solve |x-x^2-1|=|2x-3-x^2|

Modulus function solved example 2: solve |x-3|^(3x^2-10x+3)=1

Modulus function solved example 3: solve the inequality |x^2+x| is less than 2