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1. line AB is tangent to circle O at B. Find the length of the radius (r) for AB = 6 and AO = 11.7. Round to the nearest tenth if necessary. The diagram is not to scale. circle with center point O, radius R and tangent AB (1 point) 5.7 32.5 10 13.1
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|dw:1370036284790:dw|
Does it look like this?
If so, \[11.7^2=6^2+b^2\]
Solve for b
it does sorry my account got suspended.
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it's all good
okay so 100.89=b2
yep and just take the square root of 100.89. It is about 10.
okai can u help me with more? but i have to run somewhere quick for my mom so please stay on i need help!!
If I'm not here, plenty of other people can help you. haha
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