Session 38: Parallel lines
Session Title |
Parallel Palooza |
Objective |
By the end of the lesson, students will be able to:
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Concept |
Parallel lines -Geometry |
Materials Required |
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Methodology |
Activity oriented |
Session Duration |
90 Minutes |
Intro Activity (20 minutes )
"Parallel or Not?"
How to Play:
Step 1: Human Lines
Divide students into groups of 4–5.
Ask each group to form two straight lines of students standing side by side, facing the same direction.
Say: "Pretend you are lines on the ground. Are you standing the same distance apart all the way? If yes, you’re parallel lines!"
Step 2: Line Detective
Now change it up! Ask one line to slant slightly or move closer at one end.
Ask the class: "Are they still parallel?"
Encourage students to explain why or why not.
Step 3: Rapid Fire Round
Show quick drawings or hold up objects (e.g., a notebook, scissors, a triangle).
Students shout "Parallel!" or "Not Parallel!"
Main Activity (65 minutes)
Explanation (15 minutes)
Definition and Properties:
- Parallel lines are lines in a plane that never meet, no matter how far they are extended.
- They are always the same distance apart.
- Use a whiteboard to draw examples and non-examples.
Types of Lines ( 10 minutes )
Teach students the difference
- Parallel lines : never meet.
- Perpendicular line: will cross to make right angle
- Intersecting lines: cross at one point, but do not make right angle
Shapes with Parallel Lines (10 minutes )
Basic intro to 2D shapes that have parallel lines
- Rectangle (2 pairs)
- Square (2 pairs)
- Parallelogram (2 pairs)
- Trapezium (1 pair)
WORKSHEET:- (10 minutes )
ANGLES (15 minutes) (Draw the picture given below on a chart)
Review Questions (5 minutes)
- What are parallel lines?
- Which of the following are examples of parallel lines?
a) Railway tracks
b) The sides of a triangle
c) Clock hands at 3 o’clock - Lines that never meet, no matter how far they are extended, are called ____ lines.
Follow up Tasks (5 minutes)
- What is the symbol used to show that two lines are parallel?
(Hint: It's like two short straight lines) - Can parallel lines exist in three-dimensional space?
- How can you tell if two lines are parallel using a ruler or set square?
Expected Learning Outcome:
Knowledge building-
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Conceptual understanding
Skill Building-
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Comparing line types
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Problem solving
Resources
https://drive.google.com/file/d/1lmPVWns51f_Tt7qB-jpZo_DT2vpSGrFZ/view?usp=drivesdk
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