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From any given point outside the circle, how many tangents can be drawn to a circle?
- a)Two
- b)Four
- c)infinity
- d)none of the above
Correct answer is option 'A'. Can you explain this answer?
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Verified Answer
From any given point outside the circle, how many tangents can be draw...
Remark: Let p be the given point. Then
(i) Exactly two tangents to the circle can be drawn if p is an outside point.
(ii) Only one tangent to the circle can be drawn if the point p is on the circle.
(iii) No tangents (or imaginary' tangents) to the circle can be drawn if P is inside the circle.
(i) Exactly two tangents to the circle can be drawn if p is an outside point.
(ii) Only one tangent to the circle can be drawn if the point p is on the circle.
(iii) No tangents (or imaginary' tangents) to the circle can be drawn if P is inside the circle.
Most Upvoted Answer
From any given point outside the circle, how many tangents can be draw...
Remark: Let p be the given point. Then
(i) Exactly two tangents to the circle can be drawn if p is an outside point.
(ii) Only one tangent to the circle can be drawn if the point p is on the circle.
(iii) No tangents (or imaginary' tangents) to the circle can be drawn if P is inside the circle.
(i) Exactly two tangents to the circle can be drawn if p is an outside point.
(ii) Only one tangent to the circle can be drawn if the point p is on the circle.
(iii) No tangents (or imaginary' tangents) to the circle can be drawn if P is inside the circle.
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From any given point outside the circle, how many tangents can be drawn to a circle?a)Twob)Fourc)infinityd)none of the aboveCorrect answer is option 'A'. Can you explain this answer?
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