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9. Consider a circle with centre O and a 1 cm-long radius. Let P be a point outside this circle. The tangent lines from P to the circle meet the circumference in two points A and B. We know that the area of PAOB is equal to √3cm². What is the distance between P and O? A. 3 cm B. 2 cm C. 4 cm D. E. √√3 2 3 N/W 2 cm €

9. Consider a circle with centre O and a 1 cm-long radius. Let P be a point outside this circle. The tangent lines from P to the circle meet the circumference in two points A and B. We know that the area of PAOB is equal to √3cm². What is the distance between P and O? A. 3 cm B. 2 cm C. 4 cm D. E. √√3 2 3 N/W 2 cm €

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.1: Angles
Problem 38E
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80 R F % 5 T G 8 / 50 9. Consider a circle with centre O and a 1 cm-long radius. Let P be a point outside this circle. The tangent lines from P to the circle meet the circumference in two points A and B. We know that the area of PAOB is equal to √3cm². What is the distance between P and O? A. 3 cm B. 2 cm C. 4 cm D. 6 E. Y 100% H √3 C 2 MIN cm cm F6 MacBook Air / 7 U F7 ( 8 DII F8 K ) 9 DD F9 O || O A F10 P ? I v 4) F11 é D. D. </ [ F1
Transcribed Image Text:80 R F % 5 T G 8 / 50 9. Consider a circle with centre O and a 1 cm-long radius. Let P be a point outside this circle. The tangent lines from P to the circle meet the circumference in two points A and B. We know that the area of PAOB is equal to √3cm². What is the distance between P and O? A. 3 cm B. 2 cm C. 4 cm D. 6 E. Y 100% H √3 C 2 MIN cm cm F6 MacBook Air / 7 U F7 ( 8 DII F8 K ) 9 DD F9 O || O A F10 P ? I v 4) F11 é D. D. </ [ F1
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