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Updated in [August 13th, 2023]
Skills and Knowledge Acquired:
This course will provide students with the skills and knowledge to understand basic and intermediate geometry. Students will learn about types of shapes, such as quadrilaterals, triangles, and circles, as well as parallel, secant, and perpendicular lines. They will also learn about types of angles, such as acute, obtuse, and right angles, as well as alternate-exterior and alternate-interior angles. Additionally, students will learn about triangle congruence and similarity by criteria such as SSS, ASA, SAS, and AA. They will also learn about the Pythagorean theorem and criteria for shapes such as squares, rectangles, right triangles, equilateral triangles, isosceles triangles, circles, parallelograms, rhombuses, and trapezoids. Finally, students will be able to solve problems using the criteria they learn in this course.
Contribution to Professional Growth:
This course provides an opportunity for professional growth by teaching basic to intermediate geometry in a concise and comprehensive manner. Students will learn the types of shapes, lines, angles, and criteria for various shapes, as well as how to solve problems using the criteria they learn. This course is suitable for anyone who is willing to learn geometry and provides a great refresher for those who need to remember forgotten criteria. By taking this course, students will gain a better understanding of geometry and be able to apply it to their professional lives.
Suitability for Further Education:
This course is suitable for preparing further education in geometry. It covers basic to intermediate geometry topics, such as types of shapes, lines, angles, triangle congruence and similarity, Pythagorean theorem, and criteria for various shapes. The course also includes quizzes and a practice test to help students test their knowledge. This course is designed to be concise and easy to understand, making it a great resource for anyone looking to learn or refresh their knowledge of geometry.
Course Syllabus
Introduction
Intermediate Geometry - for triangles
The basics for the Circle
Quadrilaterals