MATH 209

Course ID:

Course Code & Number

MATH 209

Course Title

Analytic Geometry

Level

BS

Credit Hours/ ECTS Credits

(2+0+0) 2 TEDU Credits, 4 ECTS Credits

Year of Study:

Sophomore

Semester:

Fall

Type of Course:

Compulsory

Mode of Delivery:

Language of Instruction:

English

Pre-requisite / Co-requisite::

Catalog Description

Fundamental principles of Analytic Geometry. Cartesian coordinates in plane and space. Lines in the plane. Review of trigonometry and polar coordinates. Rotation and translation in the plane. Vectors in plane and space. Lines and planes in 3-space. Basics about conics. Basic surfaces in space, cylinders, surface of revolutions, quadric surfaces. Cylindrical and spherical coordinates.

Course Objectives

Software Usage

Course Learning Outcomes

1. Demonstrate understanding of the notions of slope and inclination of lines, including angles between lines, parallel lines, and perpendicular lines.
2. Recognize the relationship between equations in two variables and graphs in 2-space.
3. Perform arithmetical and geometric operations involving vectors in the plane.
4. Use vectors to solve geometric problem.
5. Discuss relevant features of curves in the plane determined by certain equations.
6. Perform translations and rotations in 2-space.
7. Relate between algebraic equations of surfaces in 3-space and algebraic equations with geometric graph of surfaces.
8. Use cylindrical and spherical coordinates to simplify problems in Analytic Geometry.

Learning Activities and Teaching Methods:

Telling/Explaining Questioning Problem Solving Collaborating Hands-on Activities Others

Assessment Methods and Criteria:

Test / Exam Quiz Lab Assignment Others

Assessment Methods and Criteria Others:

Design Content

Recommended Reading

Required Reading

Grading

Learning Activities and Teaching Methods Others:

Course Coordinator:

Student Workload:

Workload	Hrs
Lab Applications	14
Hands-on Work	30
Exams/Quizzes	32

Course & Program Learning Outcome Matching: