If two tangents AP and AQ are drawn to a circle with centre -O- from an external point A- thenA- - P A Q- O P Q- O Q PB- - P A Q-2 - O P Q-2 - O Q PC- 2 - P A Q- O P Q- O Q PD- - P A Q-0-5 - O P Q-0-5 - O Q P

The correct option is B ang;PAQ = 2 ang;OPQ = nbsp; 2 ang;OQP∠PAQ = 2∠OPQ = nbsp; 2∠OQP ...

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Length of Tangents Drawn from an External Point

If two tangen...

Question

If two tangents AP and AQ are drawn to a circle with centre 'O' from an external point A, then

∠PAQ = ∠OPQ = ∠OQP

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∠PAQ = 2∠OPQ = 2∠OQP

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∠PAQ = 0.5∠OPQ = 0.5∠OQP

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2∠PAQ =∠OPQ = ∠OQP

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Solution

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Similar questions

∠ P A Q = 2. ∠ O P Q

Tangents AP and AQ are drawn to a circle, with centre O, from an exterior point A. Prove that :

$∠ P A Q = 2 ∠ O P Q$

∠

50^{\circ}

∠

T P

T Q

O

T

∠ P T Q = 2 ∠ O P Q

T P

T Q

O

T

∠ P T Q = 2

∠ O P Q

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