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Table of Contents

  1. Limits
  2. Derivatives
  3. Maxima - Minima
Limits
Problem 1: Formula for Limits
Problem 2: Find the Limits of
Derivatives
Problem 1: Evaluate the y' of the function \(4x^2 +2xy +y^2 =0\)
Problem 2: Find the derivative of \(\ln \cos x\)
Problem 3: Find the derivative of \(\tan \theta\)
Maxima Minima
Problem 1: A rectangular box with a square base, open at the top, is designed to have a capacity of 1823 cc. Learn how to determine the height of the box that minimizes the material used using differential calculus.
Problem 2: An iron bar 20 meters long is bent to form a closed plane area. What is the largest area possible?
Problem 3: Maximum View: Where should you stay so that you will have a maximum view