Polynomials
Maths · Grade 9 · Week 5 · 25 questions
Polynomials are expressions with multiple terms involving variables raised to different powers. Understanding how to add, subtract, multiply, and factor polynomials is fundamental to advanced algebra.
What you'll practise
- Identify the degree and terms of polynomials
- Add, subtract, and multiply polynomials
- Factorise polynomial expressions
- Apply the remainder and factor theorems
All 25 questions in this Polynomials quiz
Grade 9 Maths — Polynomials: 25 practice questions with instant scoring and explanations.
- Zeroes of (x-8)(x-5) = ?
- (1x²+5x+4)+(3x²+3x+3)=?
- (4x²+2x+2)+(1x²+3x+2)=?
- Zeroes of (x-8)(x-7) = ?
- (1x²+4x+1)+(1x²+1x+1)=?
- p(x)=4x²+2x+4, p(4)=?
- (2x²+4x+1)+(4x²+5x+1)=?
- Zeroes of (x-8)(x-3) = ?
- p(x)=5x²+1x+2, p(4)=?
- (3x²+3x+1)+(2x²+2x+1)=?
- p(x)=2x²+5x+3, p(5)=?
- (3x²+1x+2)+(5x²+3x+5)=?
- (4x²+2x+2)+(5x²+2x+1)=?
- Zeroes of (x-8)(x-6) = ?
- (5x²+2x+3)+(2x²+1x+3)=?
- (2x²+5x+5)+(3x²+4x+1)=?
- Zeroes of (x-2)(x-2) = ?
- p(x)=2x²+3x+1, p(2)=?
- Zeroes of (x-2)(x-8) = ?
- p(x)=4x²+3x+1, p(3)=?
- (4x²+2x+1)+(3x²+5x+3)=?
- p(x)=4x²+4x+2, p(3)=?
- (1x²+1x+3)+(2x²+3x+2)=?
- (1x²+2x+2)+(3x²+4x+3)=?
- Zeroes of (x-6)(x-7) = ?
Question 1 of 250 correct so far