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Segment PQ is a tangent to circle R and S. Analyze quadrilateral PQSR to determine the value of PQ to the nearest tenth. Cite evidence to support your response.
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|dw:1400645628818:dw|
Similar triangles. |dw:1400646364974:dw|
H
How do you know that's 10?
Add the radii. |dw:1400646668008:dw|
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Ohh.
You extend the segments PQ and RS as I showed above until they intersect. Then you have two similar right triangles. With a proportion of corresponding sides you can find x.
|dw:1400646847465:dw|
x = 6.67?
Once you know x, you can use the Pythagorean theorem to find QT and PT. Then PQ = PT - QT
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How did you get x = 6.67? What proportion did you use?
6/4 = 10/x?
That proportion is not correct.
6/4 = 10+x/x?
|dw:1400647062215:dw|
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