Learn How To Solve Questions On Polynomial Function

Degree of a polynomial function, Descartes Rule of sign, Synthetic Division, Rational Zeroes Theorem

What you'll learn
The learners will be able to identify a polynomial function
The learners will be able to find the zeroes of a polynomial function
The learners will be able to graph a polynomial function
The learners will be able to divide a polynomial function by another polynomial function

Requirements
The learners should be able to identify linear and quadratic functions

Description
In the comprehensive course, students will delve into the fascinating world of polynomial function, exploring their properties, applications and real world connections.The course focuses on identification of polynomial functions, finding the zeroes of a polynomial function, graphing of polynomial function, division of polynomial function, applying remainder theorem in finding the remainder of a polynomial function, applying factor theorem in finding the factor of a polynomial function, applying Descartes rule of sign and the rational zeroes theorem in graphing the polynomial function.In addition to the objectives, the course helps the students to develop critical thinking and problem-solving skills through the interactive lessons and activities. The learner need to be familiar with linear and quadratic functions. Also, the learner should be conversant with long division.The course is arranged in a format that starts with the video lessons before the downloadable materials to help the the learner in revision of the concepts taught.The course is designed for parents whose children are still in high school, especially the ones preparing for SAT. and additional mathematics students. It is also good for mathematics educators and lovers.The self-paced online course includes video lessons and a downloadable pdf notes attached to each video. Approximately, 3 hours, depending on the learners pace is required to cover the course.Join us on this engaging journey into the world of polynomial function.

High school students that will take SAT