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Draw a circle of radius 5cm from a point 8cm away from its centre construct the pair oftangents to the circle and measure their length. |
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Answer» Answer: Draw ⨀(A,5 cm) and take point B in its EXTERIOR such that AB=8 cm. To CONSTRUCT: Through B, tangents are to be drawn to ⨀(A,5 cm). STEPS of construction: 1) Draw ⨀(A,5 cm) and take point B in its exterior such that AB=8cm. 2) Draw AB. 3) Obtain the midpoint M of AB by constructing its perpendicular bisector. 4) Draw ⨀(M,MA) intersecting ⨀(A,5 cm) at X and Y. 5) Draw BX and BY. Hence, BX and BY are the required tangents. The LENGTH of tangents BX and BY is 6.2 (approx) i.e., BX=BY=6.2 cm (approx.) |
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