Examples: Construction of Circle, Line Segment, Perpendicular Bisectors

# Examples: Construction of Circle, Line Segment, Perpendicular Bisectors Video Lecture - Class 6

## FAQs on Examples: Construction of Circle, Line Segment, Perpendicular Bisectors Video Lecture - Class 6

 1. What is the construction of a circle?
Ans. The construction of a circle involves drawing a curve that is equidistant from a fixed point called the center. This can be done by using a compass and a ruler. The compass is used to mark the radius of the circle from the center point, and then the curve is drawn by rotating the compass 360 degrees.
 2. How do you construct a line segment?
Ans. To construct a line segment, you need two points. Use a ruler to draw a straight line connecting the two points. The line segment should have a defined length and can be extended infinitely in both directions.
 3. What is a perpendicular bisector?
Ans. A perpendicular bisector is a line or line segment that divides another line segment into two equal parts while being perpendicular to it. In other words, it passes through the midpoint of the segment and forms a right angle with it.
 4. How do you construct a perpendicular bisector?
Ans. To construct a perpendicular bisector, take a line segment and its endpoints. With the help of a compass, draw circles with the endpoints as centers and radius greater than half the length of the line segment. The two circles should intersect at two points. Draw a straight line connecting these two points, and it will be the perpendicular bisector of the line segment.
 5. Why is it important to construct perpendicular bisectors?
Ans. Constructing perpendicular bisectors is important in various geometric constructions and proofs. It helps in finding the midpoints of line segments, dividing them equally, and establishing right angles. Perpendicular bisectors also play a crucial role in constructing perpendicular lines and triangles.
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