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Problem

 
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Oct5-05, 09:05 PM   #1
 

Problem


http://img338.imageshack.us/img338/9397/circle9sr.jpg

The question goes;

B is the center of the arc AC and BD is perpendicular to AE, proove that
AD = DE + EC

I've been on it for hours now and I can't find anything...
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Oct5-05, 09:18 PM   #2
 
Quote by Werg22
http://img338.imageshack.us/img338/9397/circle9sr.jpg

The question goes;

B is the center of the arc AC and BD is perpendicular to AE, proove that
AD = DE + EC

I've been on it for hours now and I can't find anything...
The way I am thinking of is fairly long, but here it is:

Use the law of cosines. Note that angle BAC=BCA.

[EC]2=[AE]2+[AC]2+2cosθ

where θ is the angle EAC. Try working it out and let me know if you get stuck.

Alex
Oct7-05, 11:11 AM   #3
 
Sorry, that should be ...-2[AE][AC]cosθ in the above equation.

Alex
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