Algebra: Elementary to Advanced - Polynomials and Roots
- Offered byCoursera
Algebra: Elementary to Advanced - Polynomials and Roots at Coursera Overview
Duration | 9 hours |
Total fee | Free |
Mode of learning | Online |
Difficulty level | Beginner |
Official Website | Explore Free Course  |
Credential | Certificate |
Algebra: Elementary to Advanced - Polynomials and Roots at Coursera Highlights
- Reset deadlines in accordance to your schedule.
- Earn a Certificate upon completion
- Start instantly and learn at your own schedule.
Algebra: Elementary to Advanced - Polynomials and Roots at Coursera Course details
- In this course, students extend their knowledge of more advanced functions, and apply and model them using both algebraic and geometric techniques.
- This course enables students to make logical deductions and arrive at reasonable conclusions.
- This class is important as the mathematical ideas it treats and the mathematical language and symbolic manipulation it uses to express those ideas are essential for students who will progress to calculus, statistics, or data science.
Algebra: Elementary to Advanced - Polynomials and Roots at Coursera Curriculum
Module 1: Exponentials
Introduction to Exponentials
Exponential Equations
Notes: Introduction to Exponentials
Sample Problems: Introduction to Exponentials
Notes: Exponential Equations
Application: Scientific Notation
Sample Problems: Exponential Equations
Introduction to Exponentials
Exponential Equations
Module 2: Polynomials
Algebra of Polynomials
Graphing Polynomials
Notes: Polynomials and Operations
Notes: Factoring and Polynomial Equations
Sample Problems: Algebra of Polynomials
Notes: Graphing Polynomials
Notes: The Quadratic Formula and Parabolas
Sample Problems: Graphing Polynomials
Algebra of Polynomials
Graphing Polynomials
Module 3: Roots
Square and Cube Roots
Pythagorean Theorem
Notes: Square and Cube Roots
Sample Problems: Square and Cube Roots
Pythagorean Theorem
Sample Problems: Pythagorean Theorem
Square and Cube Roots
Pythagorean Theorem
Module 4: Applications
Applications
Notes: Percents
Notes: Interest
Sample Problems: Applications
Applications
Final Exam
Final Exam: Intermediate Algebra
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