Teaching for more than 15 years in the field of IITJEE preparation and for indian statistical inst.Find me on YouTube-"AJITSHARMAMaths"

Kumar Ajit

Polynomial in one variable, standard quadratic equations,transformation,common roots, quadratic expression, location of roots, equations of higher degree, inequalities

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

English

Quadratic Equations and Expressions

Theory of equations

Algebra

Mathematics

IITJEE, NEET UG and Foundation

Ace the toughest competitive and government exams in India 

Test Preparation

Polynomial, real and complex polynomials, rational functions, polynomial equations, roots

Introduction (Polynomial)

Quadratic equation, shridharacharya, roots-nature of roots, descriminant, sum of roots, product of roots

Quadratic Equation (Introduction)

Condition for rational and integral roots, imaginary roots,irrational roots,problems on roots

Rational and Imaginary Roots

Questions on integral roots, equal roots, rational roots

Questions

Common Roots of Quadratic Equations

Identity, condition for a polynomial equation to become an identity, some questions.

IDENTITY

Nature of roots between two quadratic equations, some questions.

Nature of Roots of Two Quadratic Equations

Transformation of quadratic equations due to transformation of roots, some questions.

Transformation of Quadratic Equations

Sign scheme, Wavy curve, repeatrd factors

Wavy curve or Sign Scheme

Transformation, reflection about x axis, y axis, horizontal and vertical shifting,  graph of y =af(x)

Transformation of Graphs

Graph of y=mx+c, graph of y= x to the power n in all cases on n

Basic Graphs

Graph of quadratic expressions for a +ve and for a -ve

Graph of Quadratic Expressions

Condition for "Roots are nonreal, real and distinct, real and equal, roots are both +ve, roots are both -ve, roots are of opposite sign, one or both root zero"

Nature of Roots of Quadratic equation(with respect to their signs)

Position of roots with respect to a real number k, 
both roots are greater than k, 
both roots are smaller thank, 
k lies in between the roots.

Position of Roots with respect to a real number k

Position of roots with respect to two real numbers, 
i) Both roots are greater 
ii) Both roots are smaller 
iii) Both roots lie in between the numbers 
iv) Numbers lie in between the roots
v) Exactly one root lie in between the numbers.

Position of Roots with respect to two real numbers

Range of rational functions part 1

Range of rational functions and its questions, rational functions under modulus

Range of rational functions part 2

Questions on Quadratic, integral roots, rational roots

Quadratic Questions

Questions on Nature of roots,  both positive, both negative, opposite in sign, at least one +ve,  atleast one -ve, reciprocal roots

Questions on Nature of roots

Question on condition of roots leing between two real numbers

Questions on positions of roots

IIT Bombay | Taught AIR 1, 6, 20*in JEE Advanced | Taught AIR 28 (AIIMS Delhi) | Tutored INCHO AIR 60 | Mentored multiple 100 percentiles.

Sachin Rana

This course is the continuation of the Quadratic Equations(Part I). So, kindly make sure that you've watched the whole Part I before watching this course.

Quadratic Equations (Part II)

All the concepts and questions in Quadratic Equations are discussed in an effective manner in this course.

Quadratic Equations (Part I)

A Game Changer in Mathematics, produced multiple 100 percentilers, Air 33 & 34 (Main 2024), his courses are the Benchmark for IIT JEE 

Vineet Loomba

This course takes up all the concepts and problems on Quadratic Equations for JEE Main and Advanced

(Hindi) Quadratic Equations For IIT JEE Main and Advanced

Education:-B.Tech from NIT SURAT,
teaching experience:-6+ years offline,
mentoring more than 2000 students for IIT-JEE.

Meva Ram 

This is course of theory equation is very important to understand the function and calculas,also used as a application in many more topics. Here we prepared all slide according to JEE (Mains & Advanced) level.

(Hindi) Quadratic Equation or Theory of Equations for :IIT-JEE (Main and Advanced)

20+ years of Experience in Teaching Mathematics. Mentored 50,000+ students. Produced 100/100 score in Maths.


Vishal Mahajan

In this course, the educator is discussing Complex Numbers & Quadratic Equations for IIT JEE & CLASS 11

(Hindi) IIT JEE: Complex Numbers and Quadratic Equations

In this course VL Sir will cover all the topics on matrices and determinants from basic to JEE Advanced Level. This course will comprehensively cover the whole syllabus of JEE Main, JEE Advanced, BITSAT, CBSE and State Boards, WBJEE, VITEEE etc.

Lessons

21 lessons • 4h 9m

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Introduction (Polynomial)

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Quadratic Equation (Introduction)

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Rational and Imaginary Roots

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Questions

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Common Roots of Quadratic Equations

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IDENTITY

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Nature of Roots of Two Quadratic Equations

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Transformation of Quadratic Equations

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Wavy curve or Sign Scheme

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Questions

+ See all lessons