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Introduction to Circles

Question

The number of tangents, that can be drawn to a circle, parallel to a given secant is ______.

0.0

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None of these

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Solution

The correct option is C 2
Two tangents can be drawn to a circle, parallel to a given secant as shown in the figure given below.

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Similar questions

A = \{ϕ, \{ϕ\}, 1, \{1, ϕ\}, 2\}

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\{ϕ, \{ϕ\}, \{1, ϕ\}\} \subset A

\{\{ϕ\}\} \subset A

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(\frac{1 + tan ϕ}{sin ϕ + cos ϕ}) . (\frac{1 - cot ϕ}{sec ϕ + csc ϕ})

\frac{s i n (Θ + ϕ) - 2 s i n Θ + s i n (Θ - ϕ)}{c o s (Θ + ϕ) - 2 c o s Θ + c o s (θ - ϕ)} = t a n Θ

{ϕ, {ϕ}, {ϕ, {ϕ}}}

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