Understanding **limits of functions** is essential in calculus. This guide explains the epsilon-delta definition, theorems, and applications to help you master this fundamental concept.
Featured Articles on: MATHS
Limits: The Squeeze Theorem Explained
The Squeeze Theorem is a calculus concept that uses bounding functions to determine the limit of a function. The article explains how it works and provides examples.
Limit Superior and Inferior
Understand Limit Superior and Inferior: Learn how these concepts define the eventual bounds of sequences and functions, and their importance in mathematical analysis.
The Diverse Types of Convergence in Mathematics
Understanding the different **types of convergence** is essential in mathematics. From sequences and series to functions, this post explores the various modes of convergence.
Find all meet instants that match vertical heights with gravity
Account for g=9.8 m/s² and the start-time offset.
Selling Price Calculation with 20% Loss
Profit and loss questions improve real-world calculation ability.
Probability of Drawing Two Red Balls
Probability is key in logical and math aptitude exams.
Find the Missing Term in the Series 2, 6, 12, 20, 30
Number series problems improve pattern recognition for competitive exams.
Cell and Internal Resistance Numericals for IIT JEE
Boost problem solving on cells.
Electrostatics Numericals for IIT JEE
Excel in electrostatics numericals.
Work and Energy Numericals for IIT JEE
Strengthen energy-based problem solving.
Rotational Motion Numericals for IIT JEE
Boost rotational mechanics problem solving.
What is a Plane? A Simple Explanation
Learn the basics! This post answers the question: What is a plane?
The Sum of Series Formula
This post explores the Sum of Series Formula, showing you how to derive and apply it to solve complex series problems. You’ll learn the formula and see examples.
Trigonometric Identities
Learn how to solve trigonometric problems by understanding and applying Trigonometric Identities. We break down the steps to find ##\sin^3 \theta + \cos^3 \theta## when given ##\sin \theta + \cos \theta = \frac{5}{4}##.
GCD Calculation
Learn about **GCD calculation** and the Euclidean algorithm. This post provides a step-by-step guide to finding the greatest common divisor of two numbers, crucial in various mathematical applications.