Draw a circle of diameter 7 cm. Mark a point M at the distance of 9 cm from its centre. Through M, draw the tangents of the circle. Measure the lengths of the tangents.
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Answer:
Lengths of the tangents are 8.4 cm each (approx.)
Explanation:
Steps of construction:
1) Draw a Circle of diameter 7 cm, i.e., radius 3.5 cm, with centre O
2) Take a point M away from the circle, such that OM = 9cm
3) Draw the Perpendicular Bisector of OM, which is intersecting OM at P
4) With P as the centre and OP as the radius, draw two arcs, cutting the circle at Q and R
5) Join MQ and MR
6) By measurement, MQ = MR = 8.4 cm (approx.)
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how to came 8.4. can you please explain clearly
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