Question

draw a line segment of length 10.3 centimetre and construct its perpendicular bisector​

Answer 1

step of construction :

1. draw a line segment of 10.3 cm.
2. take a centre point in AB and name them E.
3. take E as centre draw a circle.
4. take point M draw an arc and name them F and I .
5. take point F draw an arc and name them G and take point I draw an arc and name them H.
6. take point F and G draw an arc and name them K.
7. take point I and H draw an arc and name them J.
8. Join KJ.

explanation:

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Answer 2

Answer:

Steps of construction:

Steps of construction:1) Draw a line segment XY of measure 10.3 cm.

Steps of construction:1) Draw a line segment XY of measure 10.3 cm.2)From point X draw an arc of any measure more than half of the line segment on both the sides of the line segment.

Steps of construction:1) Draw a line segment XY of measure 10.3 cm.2)From point X draw an arc of any measure more than half of the line segment on both the sides of the line segment.3)With the same measure Draw arcs on both the sides of the line segment from point Y.

Steps of construction:1) Draw a line segment XY of measure 10.3 cm.2)From point X draw an arc of any measure more than half of the line segment on both the sides of the line segment.3)With the same measure Draw arcs on both the sides of the line segment from point Y.4)Join the points where the arcs meet each other.

Steps of construction:1) Draw a line segment XY of measure 10.3 cm.2)From point X draw an arc of any measure more than half of the line segment on both the sides of the line segment.3)With the same measure Draw arcs on both the sides of the line segment from point Y.4)Join the points where the arcs meet each other.i)We will find that PX=PY.

Steps of construction:1) Draw a line segment XY of measure 10.3 cm.2)From point X draw an arc of any measure more than half of the line segment on both the sides of the line segment.3)With the same measure Draw arcs on both the sides of the line segment from point Y.4)Join the points where the arcs meet each other.i)We will find that PX=PY.ii)MX is half of XY