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Geometry question
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|dw:1430651008424:dw|
Find \(AB\) in terms of \(r_1,r_2\quad and\quad OO'\) segment \(AB\) is common transverse tangent
|dw:1430651927285:dw|
In right triangle OO'C : \[OC^2 = d^2-(r_1+r_2)^2\]
therefore\[AB=OC=\sqrt{d^2-(r_1+r_2)^2}\]
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that construction makes it look very easy
thnks
same thing |dw:1430652278802:dw|
Yeah, the circles are totally just red herrings trying to fool you, it's basically a conspiracy that every geometry problem ends up really just being about the pythagorean theorem or triangles haha.
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