Circle Geo Chord (1 Viewer)

kazemagic

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So for this question can I say:
Drop a line OC perpendicular to AB
AF = CA - CF
GB = CB - CG
CA = CB (perpendicular from centre to chord bisects it)
CF = CG (perpendicular from centre to chord bisects it)
Therefore GB = AF

I just want to make sure that its right >.> cos cambridge used a different method

Thanks :D
 
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Carrotsticks

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So for this question can I say:
Drop a line OC perpendicular to AB
AF = OA - OF
GB = OB - OG
OA = OB (perpendicular from centre to chord bisects it)
FO = OG (perpendicular from centre to chord bisects it)
Therefore GB = AF

I just want to make sure that its right >.> cos cambridge used a different method

Thanks :D
I don't understand how you got this part.

Also, what did you mean by 'cambridge used a different method'? iirc they don't have worked solutions.
 

Kurosaki

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Dude just do perpendicular to chord bisect so, drop oc to ab, the n ca=cb and u can work the rest out
After using perpendicular to chord bisect one more time
 

kazemagic

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I don't understand how you got this part.

Also, what did you mean by 'cambridge used a different method'? iirc they don't have worked solutions.
woops i meant AF = CA - OF
EDIT: I meant CA - CF

Yea for this there was like a small worked solution where they used congruent triangles proved by SAS
 

kazemagic

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Dude just do perpendicular to chord bisect so, drop oc to ab, the n ca=cb and u can work the rest out
After using perpendicular to chord bisect one more time
yea i did that but wasnt sure if it was right lol
 

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