Step I: Draw any diameter AOB of this circle. |
Step II: Draw AM 1 AB and\[CN\bot OC\]. |
Let AM and CN intersect each other at P. |
Then PA and PC are the desired tangents to the given circle, inclined at an angle of \[{{60}^{o}}\]. |
Step III: Draw a circle with O as centre and radius 3 cm. |
Step IV: Construct \[\angle BOC={{60}^{o}}\]such that radius OC meets the circle at C. |
A) III, I, IV, II
B) III, II, IV, I
C) II, I, IV, III
D) IV, II, III, I
Correct Answer: A
Solution :
Correct sequence of steps is III, I, IV, II.You need to login to perform this action.
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