An Angle Bisector and the two sides...

For discussing Olympiad level Geometry Problems
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bristy1588
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Re: An Angle Bisector and the two sides...

Unread post by bristy1588 » Sun Sep 11, 2011 12:45 am

Sorry, it should be less than or equal to, my mistake
Bristy Sikder

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bristy1588
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Re: An Angle Bisector and the two sides...

Unread post by bristy1588 » Sun Sep 11, 2011 12:45 am

Sorry, it should be less than or equal to, my mistake
Bristy Sikder

sourav das
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Re: An Angle Bisector and the two sides...

Unread post by sourav das » Sun Sep 11, 2011 11:31 am

Equality is not possible then clearly...isn't it?
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*Mahi*
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Re: An Angle Bisector and the two sides...

Unread post by *Mahi* » Sun Sep 11, 2011 1:50 pm

I said is before, equality happens for degenerate cases only when $x=z$ & $x+z=0$, i.e. when the triangle is $ABB$.
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Labib
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Re: An Angle Bisector and the two sides...

Unread post by Labib » Sun Sep 11, 2011 10:40 pm

Mistakes after mistakes!! :))
Can Sourav edit it?
@Bristy
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Re: An Angle Bisector and the two sides...

Unread post by *Mahi* » Sun Sep 11, 2011 10:43 pm

Why? if you edit something you'll have to edit all the posts based on this. And that will be much of a racket.
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Re: An Angle Bisector and the two sides...

Unread post by Labib » Sun Sep 11, 2011 11:03 pm

Mahi.... Please try reading bristy's first post carefully...
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Re: An Angle Bisector and the two sides...

Unread post by *Mahi* » Sun Sep 11, 2011 11:08 pm

Please read the post after that carefully!
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Re: An Angle Bisector and the two sides...

Unread post by Labib » Sun Sep 11, 2011 11:17 pm

Oh, sorry about that. @ mahi
I guess the problem's solved then! :)
Please Install $L^AT_EX$ fonts in your PC for better looking equations,
Learn how to write equations, and don't forget to read Forum Guide and Rules.


"When you have eliminated the impossible, whatever remains, however improbable, must be the truth." - Sherlock Holmes

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