Join us for this 2 hours Event

Strengthen your algebra skills and build true exam-day confidence in this intensive 2-hour live webinar on Solving Quadratic Equations by Factorization.

Designed for all secondary students, this session is especially valuable for learners preparing for the CSEC Mathematics Examination as well as the upcoming ATLIB Math Assessment.

Quadratic equations are a foundational topic across multiple secondary-level mathematics syllabi. Mastery of this skill not only improves overall algebra proficiency but is also essential for success in both classroom tests and high-stakes standardized exams.

What Students Will Learn

General Form of a Quadratic
ax² + bx + c = 0

What Students Will Learn

Students will be guided through a structured, step-by-step approach to solving quadratic equations using the Factorization Method, including:

• Case 1: a = 1 — Standard trinomials and straightforward factor pairs
• Case 2: a > 1 — Decomposition method (splitting the middle term)
• Case 3: a < 1 — Handling fractional or decimal coefficients and simplifying effectively
• How to check or verify solutions
• Common factorization errors and how to avoid them
• Exam-style questions modeled after CSEC and ATLIB formats

This session blends clear explanation, guided practice, and exam-level problem solving to ensure students fully grasp each technique.

Who Should Attend

• All secondary students
• Students preparing for CSEC Mathematics (January or May/June sittings)
• Students preparing for the ATLIB Mathematics Exam (late January/February)
• Anyone needing a structured refresher on quadratic equations
  
  

Session Features

• Live, interactive instruction
• Multiple worked examples for each case of aaa
• Q&A segments for clarification
• Digital practice questions provided during the session
• Recording available afterward on a pay-per-view basis

Why This Webinar Matters

Quadratic equations appear heavily across exam papers and mark schemes. Students who understand factorization clearly enjoy a strong advantage, especially on non-calculator papers and reasoning-based items. This webinar ensures they approach the topic with confidence, precision, and a deeper understanding of the underlying concepts.