After the student succeeds in the course, he will be able to know the meaning of integration, its laws and rules in detail, and analyze all issues related to definite integration and Riemann integration easily. He can also clearly link between the subjects of the course and the previously studied subjects, Sport 1. Realizing the importance of this course because many courses depend on it. Know the difference between definite integration and indefinite integration. And that he can solve most of the problems on integration applications correctly
Intended learning outcomes
When the student passes the course, he will be able to mention the definitions of infinite and finite integrals - the development of the mean theory - the value and the basic theory of calculus. He will know the different methods of integration. He will also be able to deduce the different methods of calculating definite and infinite integrals. And he can solve any of the various integration problems using integration. It explains the relationship between calculus and integration in a mathematical way.
Teaching and learning methods
Lectures in classrooms, panel discussions, writing research and surprising questions
Methods of assessments
Written midterm exam (eg multiple choice [closed book] or written closed question exam [open book] or combination), science activities (eg writing a report or making a presentation) and final exam
