Number of tangents drawn at a point of the circle is
(a.) infinite,
(b.) one,
(c.) two,
(d.) none.
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1
In other words, at any point on the circumference of the circle, there can only be one tangent drawn to the circle. However, if a point outside the circle is considered, it is possible to draw two tangents to the circle, intersecting the circle at diametrically opposite points on the circumference
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0
Answer:
Two
Step-by-step explanation:
This is the write answer.
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