- A12
- B7
- C6
- D5
Step-by-Step Solution
Distance from the -axis equals the magnitude of the -coordinate, which is |6| = 6 units.
Answer: C) 6
What is the perpendicular distance of the point (6, 2) from the -axis?
Class 9Coordinate GeometryCoordinate Geometry
Key idea: Reading coordinates
Given a point on a graph:
1. Drop a perpendicular to the -axis. Where it hits is the -coordinate.
2. Drop a perpendicular to the -axis. Where it hits is the -coordinate.
3. Combine: .
Reverse if you're given coordinates: read first (horizontal direction), then (vertical direction). Don't swap their roles.
1. Drop a perpendicular to the -axis. Where it hits is the -coordinate.
2. Drop a perpendicular to the -axis. Where it hits is the -coordinate.
3. Combine: .
Reverse if you're given coordinates: read first (horizontal direction), then (vertical direction). Don't swap their roles.
Master this chapter in 30 minutes a day.
Don't just memorise the answer — build a daily practice habit.
Practice 5 Similar Questions Free →All Coordinate Geometry practice questions
More Class 9 Coordinate Geometry practice
What is the perpendicular distance of the point (−3, 7) from the x-axis?Which of the following points does NOT lie in any quadrant?Assertion (A): The point (−3, 0) lies in quadrant II. Reason (R): A point with a…The mirror image (reflection) of the point (4, 5) in the x-axis is:The reflection of the point (−2, 6) in the y-axis is: