Theory of Equations (2024)

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Free Download Theory of Equations (2024)
Published 6/2024
Created by Jaswinder Kaur
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz, 2 Ch
Genre: eLearning | Language: English | Duration: 68 Lectures ( 6h 33m ) | Size: 1.34 GB

Quadratic Equations, Cubic Equations, Discriminant, Nature of roots , Exponential Equations
What you'll learn:
Nature of the roots of quadratic equations
Nature of the discriminant of the quadratic equation
Solving the Exponential equations, logarithmic equations, Absolute equations.
All assignments covering complete theory of equations for competitive exams, IIT JEE mathematics exam, Other entrrance exam papers.
Requirements:
Factorization of an equation, basic concepts of factorizing the equation, quadratic equations
Description:
This new 6hr 34min Course 'THEORY OF EQUATIONS' has more than 60 contents covering all important and expected Competitive Exam questions, with all Basic concepts in Details.In Algebra, the study of algebraic equations, which are equations defined by a polynomial, is called the Theory of Equations. A polynomial is an expression consisting of one or more terms. The main difficulty of the theory of equations was to know when an algebraic equation has an algebraic solution. In this Course, we will learn about the theory of equations and examples of solving equations.The Course contents are based on_The Introduction to the Quadratic Equations with detail explanation.The definition of Quadratic Equation.The nature of the roots of the quadratic equation.The nature of the discriminant of the quadratic equation.How to get the roots of the Quadratic Equation and Cubic EquationHow to get the quadratic equation if the roots are given.How to get the quadratic equation if condition of the roots of equation are given.Solving the Real roots of the Quadratic EquationSum of the Roots and Product of the Roots.How to solve the exponential equationsHow to solve the Logarithmic equationHow to solve the Absolute value equationNature of the function and constants for a quadratic polynomialHow discriminant changes with the positive or negative quadratic polynomialThe roots of cubic equationQuestions of Theory of Equations in the form of 1)Fill in the blanks,2) True or false, 3) Multiple choice questions.Solving many kinds of equations with Important results and Assignments and Important remarks that are very helpful for competitive exam of mathematics and other entrance exams.
Who this course is for:
11th class, 12th class students, beginners, cbse students, IIT JEE students, Other entrance exams students, Mathematics students for competitive exams.
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