Chapter 3 (Balbharati) · Class 9 Maharashtra SSC · Free Worksheet PDF

Polynomials (बहुपद) Sums for Class 9 — Free Maharashtra SSC Worksheet PDF with Answers

Download a free printable polynomials (बहुपद) worksheet for Class 9 Maharashtra SSC with 30 practice questions covering polynomials (बहुपद) concepts, practice problems, and word problems with step-by-step solutions. Includes complete answer key. Maharashtra SSC-aligned for the 2025-26 syllabus.

Last updated: 5 May 2026

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30 questions (Easy + Medium + Hard) with answer key. Fresh set generated daily.

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Sample Polynomials (बहुपद) Sums for Class 9 — Practice Questions

Here are 8 sample polynomials (बहुपद) sums from this Class 9 Maharashtra SSC worksheet. Download the full PDF for all 30 questions with answers.

Q1.What is the degree of the polynomial 5x3+4x275x^3 + 4x^2 - 7?
A.1
B.2
C.3
D.5

Difficulty: Easy

Q2.Which of the following is a monomial?
A.x+1x + 1
B.3x23x^2
C.x2+x+1x^2 + x + 1
D.xyx - y

Difficulty: Easy

Q3.The zero of the polynomial p(x)=2x6p(x) = 2x - 6 is:
A.3-3
B.33
C.66
D.6-6

Difficulty: Easy

Q4.A polynomial of degree 2 is called a:
A.Linear polynomial
B.Quadratic polynomial
C.Cubic polynomial
D.Constant polynomial

Difficulty: Easy

Q5.What is p(2)p(2) if p(x)=x23x+2p(x) = x^2 - 3x + 2?
A.0
B.2
C.4
D.2-2

Difficulty: Easy

Q6.The coefficient of x2x^2 in the polynomial 4x35x2+7x14x^3 - 5x^2 + 7x - 1 is:
A.4
B.5-5
C.7
D.1-1

Difficulty: Easy

Q7.Which of the following is a zero of p(x)=x24p(x) = x^2 - 4?
A.11
B.1-1
C.22
D.44

Difficulty: Easy

Q8.The value of the polynomial p(x)=5x4x2+3p(x) = 5x - 4x^2 + 3 at x=0x = 0 is:
A.0
B.3
C.5
D.4-4

Difficulty: Easy

Answer Key — Sample Questions+
Q1:3
Q2:$3x^2$
Q3:$3$
Q4:Quadratic polynomial
Q5:0
Q6:$-5$
Q7:$2$
Q8:3

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About This Worksheet

TopicPolynomials (बहुपद)
BoardMaharashtra SSC
Class9
Total Questions30 (10 Easy + 10 Medium + 10 Hard)
Answer KeyIncluded
PriceFree

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Frequently Asked Questions

Where can I download free polynomials (बहुपद) sums for Class 9?+
You can download a free Polynomials (बहुपद) PDF worksheet for Class 9 Maharashtra SSC right here on SparkEd. The worksheet includes 30 practice questions (polynomials (बहुपद) concepts, practice problems, and word problems with step-by-step solutions) at easy, medium, and hard levels with a complete answer key.
How many polynomials (बहुपद) questions are in this Class 9 worksheet?+
This SparkEd worksheet for Polynomials (बहुपद) Class 9 contains 30 questions — 10 easy, 10 medium, and 10 hard. The questions cover polynomials (बहुपद) concepts, practice problems, and word problems with step-by-step solutions. A fresh set is generated daily so students never repeat the same sheet.
Does the Polynomials (बहुपद) worksheet for Class 9 include answers?+
Yes! Every SparkEd worksheet comes with a complete answer key. Students can self-check their work after completing the sheet. The PDF is free to download and print.
Is this polynomials (बहुपद) worksheet aligned to Maharashtra SSC syllabus?+
Yes. This worksheet is specifically designed for Class 9 Maharashtra SSC students and aligned to the 2025-26 Maharashtra SSC syllabus. All questions follow the Maharashtra SSC exam pattern and difficulty level.
Can I print this Polynomials (बहुपद) worksheet?+
Absolutely! The worksheet downloads as an A4-size PDF that is ready to print. It includes the questions, space for working, and a separate answer key — perfect for classroom use or home practice.
How is this worksheet different from NCERT textbook exercises?+
SparkEd worksheets go beyond NCERT exercises by providing 30 questions at 3 progressive difficulty levels. Level 1 (Easy) builds confidence, Level 2 (Medium) tests application, and Level 3 (Hard) prepares for exams. Each worksheet includes word problems and conceptual questions, not just computation.
Does this worksheet include polynomials (बहुपद) word problems?+
Yes! The worksheet includes both computation-based questions and real-world word problems. Word problems are especially important for Maharashtra SSC exams, and our worksheet covers a variety of scenarios to build problem-solving skills.

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