A simple icon, consisting of a series of links surrounded by a circle, is a common symbol for a connection or hyperlink. The lines of the icon are outlined in a dark black color on the background, with the addition of military elements of the Saudi national identity such as the Ghutra, Shamaa, and Saudi Bisht, to reflect the distinctive local character of Qassim University.
Links to official Saudi educational websites end with edu.sa
All links to official educational websites of government agencies in Saudi Arabia end with .edu.sa.
Black leather minimalist gesture tag, black circular grip, topped with a clear depiction of a Saudi tunic with a shamma and aqal, emphasizing the features of the Saudi bisht. This design symbolizes the concept of security and digital data privacy and reflects the identity of Qassim University.
protocol for encryption and security. HTTPS for encryption and security.
Secure websites in the Kingdom of Saudi Arabia use the HTTPS protocol for encryption.
Digital Government Authority

Registered with the Digital Government Authority with no: 20250413538

Qassim University logo
Open search engine
Search
MyQU Single Sign-On Portal
MyQU

Colleges

Section list

Introduction to Calculus

Course Description: Functions - Types of Functions - Graphing Functions - Even and Odd Functions - Trigonometric Functions - Inverse Functions - Limits - Basic Differentiation Rules - Differentiation of Functions (Trigonometric, Logarithmic, Exponential) - Applications of Differentiation - Indefinite Integrals - Integration of Algebraic, Trigonometric, Exponential, and Logarithmic Functions - Definite Integrals - Applications of Integration (Calculating Areas, Calculating Volumes of Solids of Revolution, Numerical Integration)
Credit hours: 3
Objectives of the course :

To provide the student with the fundamental concepts of calculus and empower them to be prepared for studying and understanding analysis courses or to serve some aspects of physics, chemistry, biology, etc.

Course outputs :

1. Defines the fundamental concepts and principles of differential and integral calculus and their initial applications.
Solves simple problems related to the applications of differential and integral calculus in agricultural and food sciences.

Additional information:
  • Last updated: 2026-07-01

Suggestions

Single Sign-On Portal
Achievement
E-learning
Email
Directory of services
Query services

Cookies

This website uses special cookies to ensure ease of use, improve your browsing experience, and clarify the terms and policies related to About user privacy. By continuing to browse this website, you acknowledge that you accept the use of cookies and the terms of the Privacy Policy

Accept