Quadratic Equations in Maths

A quadratic equation is a type of algebraic equation where the highest power of the variable is 2. Examples: x² - 11x + 28, 3x² - 11x + 23 = 0, etc.

Real-Life Examples:

• The area of a square grows with its side: A = s²
• The stopping distance of a car increases with the square of speed: d ∝ v²
• The shape of a satellite dish is modeled by: y = x²

Foundations

Learn the core concepts to build a strong foundation.

• Introduction to Quadratic Equations
• Formula
• Standard Form
• Quadratic Functions
• Quadratic Graph
• ReaL-Life Applications

Roots of Quadratic Equations

Understand how solutions (roots) work.

• Roots
• Nature of Roots
• Worksheet
• Discriminant Formula

Solving Methods

Different methods to actually solve quadratic equations.

• Solving Quadratic Equations
• Factorization
• Completing the Square
• Short Tricks to Solve

Practice

Test your understanding with some practice and quizzes.

• Practice Questions
• Quiz
• GRE Questions

For Programmers

How quadratic equations are implemented in programming.

• Program to find the roots of a Quadratic Equation
• Quadratic Equations in R
• Python Program to solve Quadratic Equation