The student's ability to understand some basic concepts of the system of Cartesian, spherical and cylindrical unites, identify vectors, vector algebra and some properties on them, as well as the comparison between the plane equation and the straight line equation, and determine the angle bisectors between two planes and straight lines, and to solve all issues related to spatial geometry and connection Between the topics of the course and the previously studied analytical geometry, as well as realizing the importance of this course because many courses depend on it, and he can find the equation of the straight line in space and the equation of the plane in space.
Intended learning outcomes
After the student succeeds in studying the course, the student will be able to understand how to find the Cartesian coordinates in space, remember the important topics from the course, link the information that he benefited from in the course, solve any of the problems related to vectors, lines, and planes in space, and understand the relationship between the circle, the sphere, and the cylinder And the importance of using them in practical life
Teaching and learning methods
Teaching rooms, classrooms for teaching, a laboratory for student activities, a computer laboratory, and a library for the mathematics department
Methods of assessments
Homework and participation, first semester, second semester, final exam