Home / Unit-10 Practical Geometry / Question
MCQ
In the construction of the perpendicular bisector of a segment, the arcs drawn above and below the segment from its two ends intersect at:
Unit-10 Practical Geometry
A One point
B Two points
C Three points
D Four points
Explanation

The arcs meet at two points, one above and one below the segment; the line through them is the perpendicular bisector.

Related MCQs

Even for an obtuse-angled triangle, the incenter always lies inside the triangle because:
Unit-10 Practical Geometry View
For an acute-angled triangle, the circumcenter lies:
Unit-10 Practical Geometry View
How many angle bisectors does a triangle have?
Unit-10 Practical Geometry View
Which instrument is commonly used to draw a right angle directly?
Unit-10 Practical Geometry View
In the construction of an angle bisector, the two arcs drawn from the vertex on the two arms must have:
Unit-10 Practical Geometry View
To construct a 90° angle at a point P on a line, the first arc centered at P is used to mark:
Unit-10 Practical Geometry View