Calculus: Early Transcendentals Notes

First-year engineering calculus class notes from the first day of classes. well-written and organized for comprehension from the top university in the region, the American University of Sharjah.

The notes are all day by day and are very clear for concept clarification.

Lecture notes for MIT OpenCourseware's Math 18.02 taught by Prof. Denis Auroux. Includes vector math and partial derivatives.

This document contains the answers to the assignment 2 questions for 2o23 Every question is answered, all calculations are there. Simplified as required, handwritten and clear.

Calculus 1 - Limits: Introduction to Limits, An Intuitive Understanding, Averages Rates of Changes and Secant Lines, Defining the Slope of A Curve, Instantaneous Rate of Change and Tangent Lines, Limits of Function Values, The Limit Laws, Eliminating Common Factors from Zero Denominators, Horner Method, Continuity, Limits at Infinity; Horizontal Asymptotes. Coupled with examples of problems with discussion step by step.

Calculus 1 + 2 is taught by Dr. Skidmore which follow the textbook Calculus, Early Transcendentals, by J. Stewart (7th Ed.)

All you need for MAT1512, assignments and exam preparations

QUALITY GUARANTEED!!! Must check this note before taking the AP calculus exam! The writer got 5s on all AP exams he took including economics, calculus, physics, and more! And all of his secrets are hiding inside this note. This note covers the "Limit," "Squeeze Theorem," Types of Discontinuity," etc.

QUALITY GUARANTEED!!! Must check this note before taking the AP calculus exam! The writer got 5s on all AP exams he took including economics, calculus, physics, and more! And all of his secrets are hiding inside this note. This note covers the "Definition of the Derivative," "When Derivatives DNE," "Power Rule," etc.

QUALITY GUARANTEED!!! Must check this note before taking the AP calculus exam! The writer got 5s on all AP exams he took including economics, calculus, physics, and more! And all of his secrets are hiding inside this note. This note covers the "Chain Rule," "Implicit Differentiation," "Derivatives of Inverse Trig Functions," etc.