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AB is tangent to circle O at B. The figure is not drawn to scale. If AB=6 and AO=9.4,what is the length of radius r to the nearest tenth?
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Tangents are perpendicular to radii at the point of tangency, so angle B is a right angle and triangle AOB is a right triangle. You can use the Pythagorean theorem to solve, where AO is the hypotenuse
Can you help me with that?
Use \(a^2+b^2=c^2\) a = AB = 6 b = what you're solving for c = AO = 9.4 plug in the numbers and solve for b
36+b^2=88.36
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right so far
Would I divide each side by 36?
subtract 36 from both sides
52.36?
yes. now take the square root
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7.2
right
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