Transformations of graphs

Transformations of graphs Lecture 1 – Shifting, stretching, compression, rotation, and image

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

Transformation of graphs Lecture 2: GREATEST INTEGER FUNCTION y=f(([x]) y=[f(x)] with examples

Transformations of graph Lecture 4: Fractional part function y=f({x}) and y={f(x)} with examples

Transformation Lecture 5: Learn how to graph INEQUALITIES? Draw regions representing inequalities.

Graphs of Piece-wise defined functions with examples : Transformation of graphs Lecture 6

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

Graphs of functions defined as y = max/min { f(x), g(x) , h(x) } Transformation of graphs Lecture 8

Graph of functions defined as f(x) = max/min g(t) when t lies in [a,x] and x lies in [a,b] Lecture 9

Graphs of trigonometric inverse functions with examples : Transformation of graphs Lecture 10

Graphs of self adjusting property in inverse trigonometric functions : transformation Lecture 11

Miscellaneous Graphs : y= x+sinx, y= xsinx, y=e^xsinx, y=x^2+1/x : Transformation Lecture 12

How to sketch a graph of factorizable polynomial functions with 4 examples [Lecture 4]

Modulus function solved example 9 : Number of values of a for which |x-1|+|x-2|+x-a=0 has 2 roots

Number of solution of |ln|x||=|sin(pi)x|