Course title :  Precalculus: Polynomial Functions and Rational Inequalities  

Unlock the world of Precalculus with our "Polynomial Functions and Rational Inequalities" course. Delve into the essentials of advanced algebra, mastering polynomial functions and unraveling the complexities of rational inequalities. Perfect for high school students and those preparing for college, this course ensures a solid foundation in precalculus, laying the groundwork for success in higher mathematics.

Tailored for accessibility, our engaging lessons and practical examples make learning a breeze. Dive into polynomial landscapes, navigate rational inequalities, and empower yourself with mathematical prowess. Elevate your precalculus journey with us.

Enroll now and conquer the intricacies of Polynomial Functions and Rational Inequalities!

Description

Embark on a mathematical journey with our "Precalculus: Polynomial Functions and Rational Inequalities" course. Uncover the intricacies of polynomial functions and the nuanced world of rational inequalities. With comprehensive lessons and real-world applications, this course is tailored to demystify complex mathematical concepts, making them accessible to all learners.

Explore polynomial functions' behavior, graphing techniques, and delve into the art of solving rational inequalities. Whether you're a high school student seeking clarity or a college-bound individual aiming for mathematical excellence, this course equips you with the tools for success.

Join us in mastering the essential elements of precalculus, fostering confidence and competence in algebraic reasoning.

Why Online ?

  • Cost effective - Typically UK diploma starts from GBP £3000 per annum, but with online study, you can enjoy saving more than 60% on your educational investment.
  • Practical Content - The coursework is immediately applicable to the careers, and you can earn long-term gains including increase in salary and promotions
  • Study anytime, anywhere - You don't have to attend a College campus, so you can study from anywhere in the world. The online delivery enables you to download the lecture notes, submit assignments wherever you are.
  • Assessments - Assessment is via assignment submission

Who is this course for?

Career path

The mastery of precalculus, particularly polynomial functions and rational inequalities, opens doors to various academic and professional paths. This course lays a strong foundation for advanced mathematical studies, preparing students for success in college-level courses such as calculus, physics, and engineering.

Proficiency in these mathematical concepts is highly valued in STEM (Science, Technology, Engineering, and Mathematics) fields. Careers in data analysis, financial modeling, computer science, and engineering often require a solid understanding of polynomial functions and rational inequalities.

Whether pursuing further studies or entering the workforce, the skills gained from this course are invaluable, providing a competitive edge in diverse career paths.

Duration

The programme is available in 2 duration modes:

    • 6 Months
    • 9 Months
Entry Requirements

In order to apply you should have either:

    • OR;
Course Content
    1. Introduction to Polynomials

      • Definitions and basic properties
      • Degree and leading coefficients
      • Polynomial operations
    2. Linear and Quadratic Functions

      • Understanding linear and quadratic polynomials
      • Factoring techniques for these functions
      • Applications in modeling real-world scenarios
    3. Roots and Factors

      • Factoring higher-degree polynomials
      • Complex roots and the Fundamental Theorem of Algebra
      • Rational root theorem
    4. Graphs of Polynomial Functions

      • Behavior and end behavior
      • Turning points and symmetry
      • Graph transformations
    5. Rational Inequalities

      • Solving rational inequalities
      • Sign analysis and interval notation
      • Applications to real-world problems
    6. Advanced Polynomial Concepts

      • Polynomial long division
      • Synthetic division
      • Remainder and Factor Theorems
    7. Exponential and Logarithmic Functions

      • Understanding exponential and logarithmic expressions
      • Solving exponential and logarithmic equations
      • Applications in growth and decay problems
    8. Systems of Equations and Inequalities

      • Solving systems involving polynomials and rationals
      • Graphical and algebraic methods
      • Applications in various fields
    9. Asymptotes and Rational Functions

      • Vertical and horizontal asymptotes
      • Graphs of rational functions
      • Simplifying rational expressions
    10. Trigonometric Functions

      • Introducing basic trigonometric concepts
      • Trigonometric identities and equations
      • Applications of trigonometry in polynomial and rational functions
    ear47mtete|0000C012B042|EducationTraining|tbl_courses|CourseDetails|52C79AB7-05B5-4181-94C3-DA8C281163F8
Assessment

Assessment is via assignment submission

Fee Structure

The fee for the programme is as follows:

    • 6 Months - Accelerated mode @ GBP £1250
    • 9 Months - Standard mode @ GBP £950
Fee payment plans

The programme offers following fee payment plans:

    6 months programme● Payment option (a): GBP £416 x 3 monthly instalments
    ● Payment option (b): GBP £1187.50 x 1 instalment (We offer 5% bursary on total fee for students opting to pay in full)
    9 months programme● Payment option (c): GBP £190 x 5 monthly instalments
    ● Payment option (d): GBP £475 x 2 quarterly instalments
    ● Payment option (e): GBP £902.50 x 1 instalment (We offer 5% bursary on total fee for students opting to pay in full)
Accreditation

The programme is awarded by London School of International Business

How to apply?

Simply follow the 2 steps given below to apply:
1. Fill application form on-line at https://www.educationtraining.org.uk/enrolment-form/start.html
2. Pay application fee of GBP £10
(This can be paid online using credit or debit card)

Please visit our online application form to apply.