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I have a question about chords in a circle I have to draw it for you though. (find x)
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|dw:1329448538437:dw|
any arc lengths given?
No, only description is: "The drawing to the right shows two chords intersecting inside the circle."
Well, we know from the properties of chords that \(5*12 = 60=7.5*x\) so \(x= 8\)
I did not know that. Will you show me?
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I found it under one of the properties here. The third from last property listed under Chord http://en.wikipedia.org/wiki/Circle#Chord
for a nice example that demonstrates a slightly more complicated problem, see http://www.algebralab.org/Word/Word.aspx?file=Geometry_CirclesAnglesChords.xml
Thanks kinggeorge
your welcome
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