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Important Questions and Answers for Class 7 Maths Chapter 5 Parallel And Intersecting Lines 2025-26

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Parallel and Intersecting Lines Class 7 Worksheet with Answers and Solutions

Explore Important Questions Class 7 Maths Chapter 5 Parallel And Intersecting Lines with Vedantu. All questions follow the latest CBSE guidelines, making this page useful for students preparing for school or pre-board exams in Class 7 Maths, Chapter 5.


This set also includes class 7 maths chapter 5 parallel and intersecting lines worksheet, supporting you with both solved and practice examples. Find detailed solutions, key diagrams, and hints for every question in this chapter.


Get the answers you need to revise smarter and avoid common mistakes. Download the Important Questions PDF for free and start preparing for better marks.


Parallel and Intersecting Lines Class 7 Worksheet with Answers and Solutions

1. Multiple choice questions.


Q1. Which of the following statements is true about parallel lines?


  • (a) They never meet, however far extended
  • (b) They meet at one point
  • (c) They meet at two points
  • (d) They cross each other

Answer: (a) They never meet, however far extended


Q2. What is the measure of each angle formed when two lines are perpendicular?


  • (a) $60^\circ$
  • (b) $90^\circ$
  • (c) $120^\circ$
  • (d) $45^\circ$

Answer: (b) $90^\circ$


Q3. When a transversal crosses two parallel lines, how many unique angle measures are formed?


  • (a) 2
  • (b) 4
  • (c) 6
  • (d) 8

Answer: (b) 4


Q4. Vertically opposite angles formed by two intersecting lines are:


  • (a) Always unequal
  • (b) Sometimes equal
  • (c) Always equal
  • (d) Never form angles

Answer: (c) Always equal


2. Very Short Answer (VSA).


Q1. Define parallel lines.


Answer: Parallel lines are lines in the same plane that do not meet, no matter how far they are extended in both directions.


Q2. What are corresponding angles?


Answer: When a transversal cuts two lines, the angles at the same position in each intersection are called corresponding angles.


Q3. State the sum of linear pair of angles.


Answer: The sum of a linear pair of angles is always $180^\circ$.


Q4. What is a transversal?


Answer: A transversal is a line that intersects two or more lines at different points on the same plane.


3. Short Answer Questions.


Q1. In Fig. 5.2, if angle a = $120^\circ$, what are the measures of angles b, c and d? Explain your answer.


Answer: In Fig. 5.2, since $\angle a + \angle b = 180^\circ$, $\angle b = 180^\circ - 120^\circ = 60^\circ$. Similarly, $\angle c = 120^\circ$ (vertically opposite angles are equal), and $\angle d = 60^\circ$ (since linear pairs add to $180^\circ$).


Q2. Distinguish between parallel and intersecting lines with one example each from the classroom.


Answer: Parallel lines never meet (example: edges of the window pane), while intersecting lines meet at one point (example: two chalk lines drawn crossing on the board). Both are commonly seen in classroom objects.


Q3. How can you use a set square to draw lines parallel to a given line? Briefly describe the process.


Answer: Place the set square's right angle along the given line, and use a ruler along one side. Hold the ruler still, slide the set square to the desired location and draw the new line. This creates parallel lines as both form the same angle with the base.


Q4. If a transversal crosses two lines and forms equal corresponding angles, what can you say about these lines? Justify.


Answer: If a transversal forms equal corresponding angles with two lines, the lines must be parallel. This is because equal corresponding angles are a defining property of parallel lines.


4. True or False Questions.


Q1. All straight lines on a plane are parallel to each other.


Answer: False.


Q2. Two lines that intersect at right angles are called perpendicular lines.


Answer: True.


Q3. Linear pairs of angles always sum to $180^\circ$.


Answer: True.


Q4. Vertically opposite angles formed by two intersecting lines are not always equal.


Answer: False.


3. Fill in the Blanks Questions.


Q1. Two lines on a plane that never meet are called ________ lines.


Answer: parallel


Q2. When two lines intersect, the pairs of angles opposite to each other are called ________ angles.


Answer: vertically opposite


Q3. When a line intersects two lines at different points, it is called a ________.


Answer: transversal


Q4. If two lines intersect at right angles, they are called ________ lines.


Answer: perpendicular


Why Understanding Parallel and Intersecting Lines Is Essential for Class 7

Explore parallel and intersecting lines class 7 worksheet with answers to build a solid foundation in geometry. Practicing with class 7 maths chapter 5 worksheet with answers pdf supports better exam performance and understanding of real-life situations involving lines and angles.


Get clarity on parallel lines class 7 questions and answers with engaging exercises featuring diagrams and examples. Using a worksheet on lines and angles for class 7 with answers improves visual reasoning and helps in quick problem-solving during school assessments and Olympiad practice.


With parallel and intersecting lines class 7 worksheet with answers pdf and topic notes, students gain confidence for both class tests and higher studies. Practice also assists in tackling MCQ questions smoothly found in parallel and intersecting lines class 7 mcq questions and case-based questions in school exams.


FAQs on Important Questions and Answers for Class 7 Maths Chapter 5 Parallel And Intersecting Lines 2025-26

1. What types of important questions are usually asked from Class 7 Maths Chapter 5 – Parallel and Intersecting Lines?

Chapter 5 often includes MCQs, very short, short, long, and diagram-based questions on parallel and intersecting lines. Important questions may test definitions, properties, and naming or drawing diagrams. Practice with worksheets and marking hints improves your score and familiarity with exam patterns.

2. How should I answer 2 or 3 mark questions on parallel and intersecting lines for full marks?

To score full in 2 or 3-mark questions, always include key definitions, correct diagrams, and stepwise explanations as per NCERT. Use command words like ‘state’, ‘explain’, or ‘draw’. Highlight each step for proper marking and avoid skipping definitions or diagrams when asked.

3. Which subtopics have the most exam-focused important questions in this chapter?

The highest-weightage subtopics for important questions are:

  • Definitions and differences between parallel and intersecting lines
  • Identification in diagrams
  • Basic properties and real-life examples
  • Application-based and MCQ questions

4. Are diagrams or labelled figures compulsory in important questions for Chapter 5?

Yes, diagrams or labelled figures are often required, especially for identification or explanation questions. Always draw clear diagrams, label all points, and match the question’s instructions. Well-labelled diagrams bring easy marks in CBSE exams on lines and angles topics.

5. Where can I find a parallel and intersecting lines Class 7 worksheet with answers PDF for practice?

You can download parallel and intersecting lines class 7 worksheet with answers PDF from trusted sites like Vedantu’s Class 7 Maths important questions page. These worksheets have exam-ready questions, stepwise solutions, and answer keys suited for quick practice and revision before school tests or CBSE exams.

6. What are some tips to attempt MCQ and case-based important questions in Chapter 5 quickly?

For MCQs and case-based questions,

  • Read each option carefully
  • Underline keywords in the question
  • Eliminate obviously wrong choices
  • Draw a rough diagram if needed
Practicing these steps with class 7 maths chapter 5 worksheet will improve your speed and accuracy.

7. Do I need to write full definitions or just short points in important questions for exams?

Include full definitions when the question asks for it, as CBSE step marking awards points for value keywords. For short questions, 1–2 lines or main points are enough. Always follow the marks assigned and instruction words to decide the answer length in both worksheets and exams.