Quadratic equations -complete course – Free Udemy Courses

This course is a 1.5-hour project on quadratics. The basics of quadratics are thoroughly covered and gradually the student is taken to advanced concepts. The end of this course has 7 top questions on quadratics solved in the most elaborate way to give a good understanding. It includes sketching quadratic graphs, how to use the completion of squares method, applying the quadratic formula, and one practical application question. It is suited for K 11 & 12 levels, Senior High Schools, and WASSCE remedial candidates

You will learn how to:

1. Identify a quadratic equation and its corresponding graph.

2. Apply the quadratic formula to solve questions

3. Calculate the axis of symmetry of a quadratic equation and find the maximum or minimum value of an equation

4. Use the methods of factorization, completing squares, and the quadratic formula to solve quadratic equations

5. Identify what elements are needed to sketch a quadratic graph and sketch the graph

6. Identify what the determinant is and use the determinant to describe the nature of the roots of a quadratic equation

7. Use the roots to develop an equation and show how the roots and coefficients of a quadratic equation are related.

8. Independently solve quadratic questions

The course is ideal for beginners to expert-level people. Students taking courses like A-level mathematics and Elective Mathematics will equally find this useful. Also for folks who would like to catch up on their mathematics. It can be used to revise crucial concepts in math.

The tutorials come complete with solved questions to help the student understand the subject and be able to independently deal with it. In case of any questions, you may reach me at [email protected]. Video additions to the course will be for free when you purchase the course as there will be updates from time to time. The key to mastering mathematics is practice. I, therefore, admonish you to take this on with all seriousness. Be consistent and practice often. As the saying goes-Practice makes perfect!