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Re: An Angle Bisector and the two sides...
Posted: Sun Sep 11, 2011 12:45 am
by bristy1588
Sorry, it should be less than or equal to, my mistake
Re: An Angle Bisector and the two sides...
Posted: Sun Sep 11, 2011 12:45 am
by bristy1588
Sorry, it should be less than or equal to, my mistake
Re: An Angle Bisector and the two sides...
Posted: Sun Sep 11, 2011 11:31 am
by sourav das
Equality is not possible then clearly...isn't it?
Re: An Angle Bisector and the two sides...
Posted: Sun Sep 11, 2011 1:50 pm
by *Mahi*
I said is before, equality happens for degenerate cases only when $x=z$ & $x+z=0$, i.e. when the triangle is $ABB$.
Re: An Angle Bisector and the two sides...
Posted: Sun Sep 11, 2011 10:40 pm
by Labib
Mistakes after mistakes!!
![Smile :)](./images/smilies/icon_e_smile.gif)
)
Can Sourav edit it?
@Bristy
Re: An Angle Bisector and the two sides...
Posted: Sun Sep 11, 2011 10:43 pm
by *Mahi*
Why? if you edit something you'll have to edit all the posts based on this. And that will be much of a racket.
Re: An Angle Bisector and the two sides...
Posted: Sun Sep 11, 2011 11:03 pm
by Labib
Mahi.... Please try reading bristy's first post carefully...
Re: An Angle Bisector and the two sides...
Posted: Sun Sep 11, 2011 11:08 pm
by *Mahi*
Please read the post after that carefully!
Re: An Angle Bisector and the two sides...
Posted: Sun Sep 11, 2011 11:17 pm
by Labib
Oh, sorry about that. @ mahi
I guess the problem's solved then!
![Smile :)](./images/smilies/icon_e_smile.gif)