Solve the inequality .
Answer and explanation
Correct answer: C.
- Step 1: Factorise: . Step 2. The product is negative between the roots, so . **Answer: . Why not the others:** : That is the solution of the opposite inequality, . : That ignores the lower boundary. : That ignores the upper boundary.
Practise more Quadratic functions and inequalities.
Free questions with an explanation for every one, and full timed Singapore GCE O-Level mock tests.
More Quadratic functions and inequalities questions
- Find the set of values of for which the equation has real roots.
- Find the set of values of for which the equation has real roots.
- Find the set of values of for which the equation has real roots.
- Find the set of values of for which the equation has real roots.
- Find the set of values of for which the equation has real roots.
- Find the set of values of for which the equation has real roots.