In the following figure, PQ and PR are tangents to a circle with center O. Line segment AC touches the circle at point B, then state the relation between the tangents PQ and PR.

P Q = P R

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P Q < P R

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P Q > P R

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Cannot be determined

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Solution

The correct option is A $P Q = P R$
We know that the length of the tangents to a circle, drawn from a point, are equal.
$∴ P Q = P R$ .
Correct option is $A$

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In the following figure, PQ and PR are tangents to a circle with center O. Line segment AC touches the circle at point B, then state the relation between the tangents PQ and PR.

The correct option is A PQ=PR We know that the length of the tangents to a circle, drawn from a point, are equal. ∴PQ=PR. Correct option is A

The correct option is A $P Q = P R$
We know that the length of the tangents to a circle, drawn from a point, are equal.
$∴ P Q = P R$ .
Correct option is $A$