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Section A: Identify the Type of lines
Q1. Classify the following pairs of lines as Parallel (P), Perpendicular (⊥), or Intersecting (I):
a) Opposite edges of a book
b) Hands of a clock at 9:00
c) Letter "T"
d) Railway tracks
e) Corners of a window frame
Section B: Numerical Based Questions
Q2. Two lines intersect to form four angles. If one angle is 70°, find the measures of the other three angles.
Q3. In the figure below, line l∥m and transversal t cuts them. If , find ∠6.
Section C: Theory Based Questions
Q4. Define:
a) Parallel lines
b) Perpendicular lines
Q5. Identify the type of angles formed when two lines intersect:
a) Angles opposite each other
b) Adjacent angles forming a straight line
Q6. Two railway tracks are said to be parallel. A boy standing on a bridge drops a straight stick that cuts across both tracks.
What is the name of the stick in geometric terms?
Also, name any two pairs of angles formed and say if they are equal.
For Worksheet Solutions, go to Worksheet Solutions: Parallel and Intersecting Lines
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FAQs on Worksheet: Parallel and Intersecting Lines - Worksheets with solutions for Class 7
| 1. What are parallel lines? |  |
Ans. Parallel lines are lines in a plane that never meet or intersect, no matter how far they are extended. They are always the same distance apart.
| 2. What are intersecting lines? | |
Ans. Intersecting lines are lines that cross each other at one point. The point where they meet is called the point of intersection.
| 3. How can you identify parallel and intersecting lines in a diagram? | |
Ans. In a diagram, parallel lines can be identified by their equal distance apart and the lack of intersection. Intersecting lines will cross each other and have a point where they meet.
| 4. What is the difference between parallel lines and perpendicular lines? | |
Ans. The main difference is that parallel lines never intersect and remain equidistant, while perpendicular lines intersect at a right angle (90 degrees).
| 5. Can two lines be both parallel and intersecting? | |
Ans. No, two lines cannot be both parallel and intersecting. If lines are parallel, they will never intersect; if they intersect, they cannot be parallel.
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