2 Parallel Tangents at Most for a Given Secant
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In the given figure, XY and X'Y' are two parallel tangents to a circle with centre O and another tangent AB with point of contact C intersects XY at A and X'Y' at B. Then ∠AOB= ___
90∘
120∘
45∘
60∘
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At most two tangents can be drawn parallel to a given secant because there are only two points on a circle through which the lines parallel to the secant are tangents to the circle.
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False
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The angle between two tangents to a circle may be 0∘.
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At any point on a circle, there can be
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State true or false.
Maximum number of tangents parallel to a given secant of a circle are four.
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False
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State true or false.
Maximum number of tangents parallel to a given secant of a circle are four.
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State true or false.
Maximum number of tangents to a circle which are parallel to a secant can be two.
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Fill in the blanks:
(iii) A circle can have
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State true or false.
Maximum number of tangents to a circle which are parallel to a secant can be two.
True
False