Completed my B.tech in Electronics and also qualified GATE  with  AIR-675.I Like teaching, keen to learn new things and methods.

Anoop Kumar Pathak

This course consists of all basic graph concept and transformations of Graphs in different cases. It also includes important problems on graphs with solutions.

IIT JEE 2020 and 2021 Main and Advanced exam preparation. Know about detailed syllabus, best books, exam pattern and dates. Cover previous year question papers and book solutions from great educators.

IIT JEE

JEE Main and Advanced Preparation

Hindi

(Hindi) Graphs and Transformations for IIT JEE

Overview (in Hindi)

Description about basic graphs of quadratic equation, different algebric funcions.

Basic Graphs - 1 (in Hindi)

Basic Graphs - 2 (in Hindi)

Transformation of graphs 
y= f(x-a),
y=f(x+a) with examples.

Graph of y=f(x+a) & f(x-a) (in Hindi)

Upward and downward shifting of graphs having transformation 
f(x)+ A 
f(x)-A

Graph of y=f(x)+a & f(x)-a (in Hindi)

Transformation of Y=- f(x)   &    Y=f (-x)

Graph of y=f(-x) & -f(x) (in Hindi)

Description about the transformation of 
Y=।f(x)।   & Y = f(।x।) with examples.

Graph of y=।f(x)। & f(।x।) (in Hindi)

Graph of y= f(।x।) with important numericals.

Numericals of f(।x।) (in Hindi)

Description about some more important transformations and numericals.

Graph of y=f(a*x) & a*f(x) (in Hindi)

Description about transformation of function y=[f(x)]  and  y=f[x] with examples.

Graph of y=[f(x)] and y=f[x](in Hindi)

Examples of transformation and their graphs.

Miscellaneous examples (in Hindi)

Description about how to find the roots of a equation using graphs.

Roots of a equation using graph (in Hindi)

Description about the concept of graph of  y> f(x) &  y<f(x).

Graph of y> f(x) & y<f(x)

Description about the graph of ।y।=f(x) with examples.

Graph of ।y।=f(x) (in Hindi)

Descriptuon about the graph of ।y।> f(x)
,।y। <f(x)

Lessons

15 lessons • 2h 13m

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Overview (in Hindi)

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Basic Graphs - 1 (in Hindi)

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Basic Graphs - 2 (in Hindi)

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Graph of y=f(x+a) & f(x-a) (in Hindi)

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Graph of y=f(x)+a & f(x)-a (in Hindi)

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Graph of y=f(-x) & -f(x) (in Hindi)

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Graph of y=।f(x)। & f(।x।) (in Hindi)

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Numericals of f(।x।) (in Hindi)

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Graph of y=f(ax) & af(x) (in Hindi)

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Graph of y=[f(x)] and y=f[x](in Hindi)

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