CBSE 2024-25 Competency Based Questions With Answers: Assessments are considered to be the best way to help gauge learning. They not only provide feedback about how effective the instructional methods are but also about what students have actually understood.
Understanding the importance of reforming the curriculum, the Central Board of Secondary Education (CBSE) has made available the competency-focused practice questions for the students of class 10. These are important for the students who will be taking the 2025 Board examination. This article gives insights into the CBSE Class 10 Maths Chapter 2 Polynomials competency-based questions.
The competency-based assessments have been designed with the aim to develop higher order skills such as analysis, critical thinking and problem solving in students. The purpose behind introducing this is to move away from rote learning and make students ready for the future.
Continue reading to download the Polynomials Class 10 Competency Based Questions for 2024-25. You can download the pdfs for both the volumes for Polynomials Class 10 Practice Questions from the direct links provided at the end of this article.
CBSE Class 10 Maths Chapter 2 Competency Based-Questions
| Multiple Choice Questions Q:1 At which point will the graph of the polynomial p ( x ) = (- x + 6 x 2 - 1) intersects the negative x -axis? 1 only -1/3 2 only -1/2 3 both -1/3 and -1/2 4 (none, it never intersects negative x -axis) |
| Q:2 Shown below is the graph of a quadratic polynomial.  Which of these is the polynomial graphed above? 1 ( x - 2)( x + 4) 2 ( x - 4)( x + 2) 3 1/2 ( x - 2)( x + 4) 4 1/2 ( x - 4)( x + 2) |
| Free Response Questions Q:3 State whether the following statement is true or false. Justify your answer. If the graph of a polynomial has EXACTLY 2 zeroes, then the polynomial must be quadratic. |
| Q:4 A quadratic polynomial f ( x ) has two real zeroes that are equal. Adah drew the graph of f ( x ) as shown below.  Is Adah's graph correct? Explain your answer. |
| Q:5 Aasira multiplied a variable with 4, subtracted 12 and added the square of the original variable. She expressed the final expression as a product of 2 factors. Her friend, Rishi, said that the factors will always have a difference of 8. Is Rishi right? Show your work. |
| Q:6 g ( x ) = px 2 + qx + 152 is a polynomial where p and q are real numbers. The zeroes of g ( x ) are distinct prime numbers. Find the: i) zeroes of g ( x ). ii) values of p and q . Show your work and give valid reasons. |
| Case-Based Questions Answer the questions based on the given information. Shown below is a logo that is made up of two intersecting golden arches, which are parabolic in shape. One such parabola, coinciding with the first arch in the logo, is shown in the graph below.  |
| Q:7 Write an equation to represent the parabola shown in the graph. Show your work and give valid reasons. |
| Q:8 State whether the following statements are true or false. i) If the zeroes of the parabola, ax 2 + bx + c = 0, coinciding with the second arch in the logo are given by σ and 2σ, then c will be negative. ii) If the logo is shifted so that it is symmetrical about the y -axis, then the constant term in the equation of the parabola made by the first arch will be positive. Justify your answers. |
To download the volumes of CBSE Class 10 Mathematics Chapter 2 Polynomials competency-focused practice questions, students refer to the links given below. There are multiple choice questions and free response questions as well.
| CBSE Class 10 Maths Chapter 2 Polynomials Competency Based Practice Questions 2024-25 With Answers Volume 2 | Download PDF |
| CBSE Class 10 Maths Chapter 2 Polynomials Competency Based Practice Questions 2024-25 With Answers Volume 4 | Download PDF |
Tips to Prepare for CBSE Class 10 Mathematics Examination
1.Mathematics is a subject that demands regular practice. It is important that students practice as much as they can.
2.Students should prepare an effective study plan and give time to all topics on the basis of their strengths and weaknesses. The schedule should also have time for revision.
3.Students should solve the problems from CBSE Class 10 subject textbook to clear the concepts and strengthen understanding. While solving problems, students should make it a habit to show rough work clearly which will help them in the examination as well.
4.Solve a number of previous year question papers and give mock tests to get insights into the type and level of difficulty of questions. Solving these will help to increase the speed of students. to check your level of preparedness. Pay attention to the questions that are repeatedly asked every year.
CBSE Video Courses for Class 10 Students
Class 10 students can study effectively for the exams with the help of video courses prepared by the subject matter experts. These video courses will explain the concepts in a simple and interactive manner which will help learners to understand clearly.
Also, check
CBSE Class 10 Syllabus 2024-25: Download Latest and Revised FREE PDFs
NCERT Rationalised Syllabus Class 10: List of Chapters & Topics Deleted from Books
NCERT Books for Class 10 All Subjects PDF (2024-25)
NCERT Solutions for Class 10 (2024-2025) All Subjects & Chapters: Download in PDF
Related
Polynomial Equations: Concepts, Definition, Formula and Types
Determinants and Matrices: Concepts, Definition and Types
CBSE Class 10 Maths MCQs: Important for 2024-2025 Exams, Download Chapter-Wise PDF