📘 Practice Set 1
Chapter 2 – Lines and Angles
✅ Focus: Basic concepts of point, line, line segment, ray, plane and angles.
Section A – Choose the Correct Answer
- A point shows a fixed __________.
A) length B) width C) position D) angle - A line is infinite on __________ sides.
A) one B) two C) three D) no - A line segment has __________ endpoints.
A) 0 B) 1 C) 2 D) 3 - A ray has __________ starting point.
A) one B) two C) three D) no - The common point of the arms of an angle is called the __________.
A) side B) vertex C) plane D) segment - An angle measuring exactly 90° is called a __________.
A) acute angle B) obtuse angle C) right angle D) reflex angle - An angle greater than 90° but less than 180° is called an __________.
A) acute angle B) obtuse angle C) zero angle D) complete angle - A complete angle measures __________.
A) 90° B) 180° C) 270° D) 360°
Section B – Fill in the Blanks
- A point has no length, width or __________.
- A line segment is a __________ of a line.
- A ray extends endlessly in __________ direction.
- A plane is a flat surface that extends endlessly in __________ directions.
- Three or more points lying on the same line are called __________ points.
- The symbol used for angle is __________.
- The two rays forming an angle are called its __________.
- A straight angle measures __________ degrees.
Section C – True or False
- A point has thickness.
- A ray has one starting point.
- A line segment can be measured.
- A line has two endpoints.
- A plane is a flat surface.
- An acute angle is greater than 90°.
- A straight angle is equal to two right angles.
- A reflex angle is greater than 180° and less than 360°.
✅ Solutions
Section A Answers
- C) position
- B) two
- C) 2
- A) one
- B) vertex
- C) right angle
- B) obtuse angle
- D) 360°
Section B Answers
- thickness
- part
- one
- all
- collinear
- ∠
- arms / sides
- 180
Section C Answers
- False
- True
- True
- False
- True
- False
- True
- True
📘 Practice Set 1
Chapter 2 – Lines and Angles
Practice Set 1 – Part 2
This part helps students identify different geometric figures and classify different types of angles.
This part helps students identify different geometric figures and classify different types of angles.
Section D – Match the Pairs
| Column A | Column B |
|---|---|
| 1. Point | a. 180° |
| 2. Ray | b. One starting point |
| 3. Straight Angle | c. Exact position |
| 4. Plane | d. Flat surface |
| 5. Complete Angle | e. 360° |
| 6. Acute Angle | f. Less than 90° |
| 7. Right Angle | g. Exactly 90° |
| 8. Reflex Angle | h. Greater than 180° |
Section E – Name the Figure
Write whether the given description represents a Point, Line, Ray, Line Segment or Plane.
- Has no length, width or thickness. __________________
- Has one starting point and extends endlessly in one direction. __________________
- Has two endpoints. __________________
- Extends endlessly in both directions. __________________
- A flat surface extending endlessly in every direction. __________________
- The corner tip of a notebook page is represented by a __________________
- A laser beam travelling from a torch is like a __________________
- A stretched thread between two nails is like a __________________
- The surface of a whiteboard is an example of a __________________
- The location of a city on a map is represented by a __________________
Section F – Identify the Type of Angle
Write the correct type of angle for each measure.
| Angle | Type of Angle |
|---|---|
| 15° | __________________ |
| 90° | __________________ |
| 130° | __________________ |
| 180° | __________________ |
| 0° | __________________ |
| 275° | __________________ |
| 360° | __________________ |
| 72° | __________________ |
| 165° | __________________ |
| 225° | __________________ |
✅ Solutions
Section D Answers
| Column A | Correct Match |
|---|---|
| 1 | c |
| 2 | b |
| 3 | a |
| 4 | d |
| 5 | e |
| 6 | f |
| 7 | g |
| 8 | h |
Section E Answers
- Point
- Ray
- Line Segment
- Line
- Plane
- Point
- Ray
- Line Segment
- Plane
- Point
Section F Answers
| Angle | Answer |
|---|---|
| 15° | Acute Angle |
| 90° | Right Angle |
| 130° | Obtuse Angle |
| 180° | Straight Angle |
| 0° | Zero Angle |
| 275° | Reflex Angle |
| 360° | Complete Angle |
| 72° | Acute Angle |
| 165° | Obtuse Angle |
| 225° | Reflex Angle |
📘 Practice Set 1
Chapter 2 – Lines and Angles
Practice Set 1 – Part 3
This part contains diagram-based questions, one-sentence questions, short answer questions and drawing activities to strengthen your understanding.
This part contains diagram-based questions, one-sentence questions, short answer questions and drawing activities to strengthen your understanding.
Section G – Diagram Based Questions
Use the following figure for Questions 1–5.
Imagine point O is the common vertex.
Imagine point O is the common vertex.
- Ray OA points towards the right.
- Ray OB points upwards.
- Ray OC points towards the left.
- Ray OD points downwards.
- How many rays are shown?
- Name any two right angles.
- Name one straight angle.
- What is the common vertex of all the rays?
- How many straight angles are formed?
Section H – Answer in One Sentence
- What is a point?
- What is the difference between a line and a line segment?
- How many arms does an angle have?
- Which angle measures exactly 180°?
- Which angle measures exactly 360°?
- Which angle is greater than 90° but less than 180°?
- What is the common point of two rays called?
- Which geometric figure extends endlessly in one direction?
- Write the symbol used for an angle.
- Can the length of the arms change the measure of an angle?
Section I – Short Answer Questions
- Explain the difference between a ray and a line segment.
- What is meant by the interior of an angle?
- Why is the vertex written in the middle while naming an angle?
- Write any four examples of angles seen in daily life.
- Explain why a straight angle is equal to two right angles.
- What is a plane? Give any two examples.
- Differentiate between an acute angle and an obtuse angle.
- Explain why a complete angle measures 360°.
Section J – Draw and Label
Draw neat figures and label them correctly.
- Draw a line AB.
- Draw a ray CD.
- Draw a line segment PQ.
- Draw an acute angle and label it ∠XYZ.
- Draw an obtuse angle and label it ∠ABC.
- Draw a straight angle.
✅ Solutions
Section G Answers
- 4 rays
- ∠AOB and ∠COD
- ∠AOC (or ∠BOD)
- Point O
- 2 straight angles
Section H Answers
- A point shows an exact position.
- A line extends endlessly in both directions, while a line segment has two endpoints.
- Two arms.
- Straight angle.
- Complete angle.
- Obtuse angle.
- Vertex.
- Ray.
- ∠
- No. Only the opening between the arms changes the measure.
Section I Answers
- A ray has one starting point and extends endlessly in one direction. A line segment has two endpoints.
- The interior of an angle is the space between its two arms.
- The vertex is written in the middle so that the exact angle can be identified correctly.
- Examples: Open door, clock hands, scissors, book corner.
- A straight angle measures 180°, while a right angle measures 90°. Therefore, 180° = 2 × 90°.
- A plane is a flat surface. Examples: Table top, whiteboard.
- An acute angle is less than 90°. An obtuse angle is greater than 90° but less than 180°.
- One complete turn around a point measures 360°, so a complete angle is 360°.
Section J Answers
These are drawing-based questions. Students should draw neat labelled figures.
- ✅ Line AB
- ✅ Ray CD
- ✅ Line Segment PQ
- ✅ Acute Angle ∠XYZ
- ✅ Obtuse Angle ∠ABC
- ✅ Straight Angle (180°)
🌟 Well Done!
You have now completed Practice Set 1 – Part 3. These questions improve conceptual understanding, diagram reading, and drawing skills, which are important for school examinations and competitive exams.
📘 Practice Set 1
Chapter 2 – Lines and Angles
Practice Set 1 – Part 4
This part contains HOTS questions, competitive exam questions, and final answer checking.
This part contains HOTS questions, competitive exam questions, and final answer checking.
Section K – HOTS Questions ⭐
- If two rays have the same starting point, what figure is formed?
- Can three different rays starting from the same point form more than one angle?
- Why can a line not be measured completely?
- Why is a line segment useful for measuring distance?
- If an angle is smaller than a right angle, what type of angle is it?
Section L – Competitive / Olympiad Questions 🏆
- How many degrees are there in 3 right angles?
- How many right angles make one complete angle?
- If an angle measures 200°, what type of angle is it?
- If an angle measures 89°, what type of angle is it?
- If a straight angle is divided into two equal parts, what is each angle?
- How many rays are needed to form one angle?
- How many endpoints does a ray have?
- How many endpoints does a line segment have?
- What is the angle between two adjacent numbers on a clock?
- What angle is formed at 3 o'clock?
✅ Solutions
Section K Answers
- An angle is formed.
- Yes. Three rays starting from the same point can form three angles.
- A line cannot be measured completely because it extends endlessly in both directions.
- A line segment is useful for measuring distance because it has two fixed endpoints.
- It is an acute angle.
Section L Answers
- 270°
- 4 right angles
- Reflex angle
- Acute angle
- Right angle
- 2 rays
- 1 endpoint / starting point
- 2 endpoints
- 30°
- Right angle
✅ Answer Check: All answers are cross-verified according to the concepts of point, line, line segment, ray, plane and types of angles.