Chapter 13 · Class 7 CBSE · Free Worksheet PDF

Coordinate Geometry Introduction Sums for Class 7 — Free CBSE Worksheet PDF with Answers

Download a free printable coordinate geometry introduction worksheet for Class 7 CBSE with 30 practice questions covering coordinate geometry introduction concepts, practice problems, and word problems with step-by-step solutions. Includes complete answer key. CBSE-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 Coordinate Geometry Introduction Sums for Class 7 — Practice Questions

Here are 8 sample coordinate geometry introduction sums from this Class 7 CBSE worksheet. Download the full PDF for all 30 questions with answers.

Q1.Which of the following statements correctly describes the x-axis and y-axis in a Cartesian plane?
A.A. The x-axis is a horizontal line, and the y-axis is a vertical line; they intersect at the origin.
B.B. The x-axis is a vertical line, and the y-axis is a horizontal line; they intersect at the origin.
C.C. Both x-axis and y-axis are horizontal lines that never intersect.
D.D. Both x-axis and y-axis are vertical lines that intersect at any point.

Difficulty: Easy

Q2.Rani is asked to locate the 'origin' on a coordinate plane. Which of the following points should she mark?
A.A. (1, 0)
B.B. (0, 1)
C.C. (0, 0)
D.D. (1, 1)

Difficulty: Easy

Q3.When we write coordinates as an 'ordered pair' like (3, 5), what does the 'ordered' part signify?
A.A. It means the numbers must always be positive.
B.B. It means the first number always refers to the y-coordinate and the second to the x-coordinate.
C.C. It means the order of the numbers matters; (3, 5) is different from (5, 3).
D.D. It means the numbers must always be whole numbers.

Difficulty: Easy

Q4.Ravi wants to plot the point P(4, -2) on a coordinate plane. He first moves 4 units down from the origin and then 2 units to the right. Is his method correct? Why or why not?
A.A. Yes, his method is correct because 4 is positive and -2 is negative.
B.B. No, he should first move 4 units to the right from the origin and then 2 units down.
C.C. No, he should first move 4 units up from the origin and then 2 units left.
D.D. Yes, his method is correct because the order of movement doesn't matter.

Difficulty: Easy

Q5.Imagine a point 'M' is located 5 units to the left of the y-axis and 3 units above the x-axis. What are the coordinates of point M?
A.A. (5, 3)
B.B. (-5, 3)
C.C. (3, -5)
D.D. (-3, 5)

Difficulty: Easy

Q6.In which quadrant would the point (-6, 2) lie?
A.A. Quadrant I
B.B. Quadrant II
C.C. Quadrant III
D.D. Quadrant IV

Difficulty: Easy

Q7.Which of the following statements is TRUE about points lying on the x-axis?
A.A. All points on the x-axis have their x-coordinate equal to 0.
B.B. All points on the x-axis have their y-coordinate equal to 0.
C.C. All points on the x-axis have both x and y coordinates positive.
D.D. All points on the x-axis are in Quadrant I or Quadrant IV.

Difficulty: Easy

Q8.A point R is located on the y-axis, 7 units below the origin. What are the coordinates of point R?
A.A. (0, 7)
B.B. (7, 0)
C.C. (0, -7)
D.D. (-7, 0)

Difficulty: Easy

Answer Key — Sample Questions+
Q1:A. The x-axis is a horizontal line, and the y-axis is a vertical line; they intersect at the origin.
Q2:C. (0, 0)
Q3:C. It means the order of the numbers matters; (3, 5) is different from (5, 3).
Q4:B. No, he should first move 4 units to the right from the origin and then 2 units down.
Q5:B. (-5, 3)
Q6:B. Quadrant II
Q7:B. All points on the x-axis have their y-coordinate equal to 0.
Q8:C. (0, -7)

Download the full PDF for all 30 answers with step-by-step solutions.

About This Worksheet

TopicCoordinate Geometry Introduction
BoardCBSE
Class7
Total Questions30 (10 Easy + 10 Medium + 10 Hard)
Answer KeyIncluded
PriceFree

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Frequently Asked Questions

Where can I download free coordinate geometry introduction sums for Class 7?+
You can download a free Coordinate Geometry Introduction PDF worksheet for Class 7 CBSE right here on SparkEd. The worksheet includes 30 practice questions (coordinate geometry introduction concepts, practice problems, and word problems with step-by-step solutions) at easy, medium, and hard levels with a complete answer key.
How many coordinate geometry introduction questions are in this Class 7 worksheet?+
This SparkEd worksheet for Coordinate Geometry Introduction Class 7 contains 30 questions — 10 easy, 10 medium, and 10 hard. The questions cover coordinate geometry introduction 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 Coordinate Geometry Introduction worksheet for Class 7 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 coordinate geometry introduction worksheet aligned to CBSE syllabus?+
Yes. This worksheet is specifically designed for Class 7 CBSE students and aligned to the 2025-26 CBSE syllabus. All questions follow the CBSE exam pattern and difficulty level.
Can I print this Coordinate Geometry Introduction 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 coordinate geometry introduction word problems?+
Yes! The worksheet includes both computation-based questions and real-world word problems. Word problems are especially important for CBSE exams, and our worksheet covers a variety of scenarios to build problem-solving skills.

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