Math, asked by ritu29708, 1 year ago

draw circle of radius 3.6 cm and Centre O mark a point P at a distance of 6 m from the centre draw tangents to the circle from point P

Answers

Answered by Rememberful
9
\textbf{Steps of Construction }:

1. Draw a circle of radius 3.6cm with centre O.

2. A point P was marked outside the circle such that, OP = 6cm.

3. P to O was joined.

4. Perpendicular bisector of PO was found to be M.

5. With MO as radius and M as center a circle was drawn touching the previous drawn circle.

6. Point of intersections of two circles were marked to be Q and R respectively.

7. P was joined to Q and R respectively.

Therefore, required tangents will be PQ and PR.

\textbf{Construction is in Attachment! }
Attachments:
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