draw a circle with center O and draw a tangent AB which touches the radius of the circle at point P.
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Answer:Draw a circle with centre P and radius 3.4 cm. Take a point Q outside the circle such that PQ=7.2 cm
2. Draw the perpendicular busector of PQ and mark the midpoint as M.
3. Taking M as the centre and MP as the radius, draw a circle and let it intersect the original circle at points A and B.
4. Join Q−A and Q−B.
QA and QB are the required tangents.
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Step-by-step explanation:
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