Please see the attachment
Hmm to make it clearer, AB = AC
can be anything between 0 and 90
need more info, i guess
I assume there is an exact value ?! Note: that's all i've got for the question
analytically, whatever angle be BAC, above figure can be drawn. how can u find exact value??
agree with Arnab, I don't think there's enough info... Is BC given?
if the length of segment was given, i guess it would be possible
Sorry but if i knew, i wouldn't have asked. It's a question from my friend and that's all she gave me for the question. She said the answer was like 67.5
that's the answer for what?
length of BC?
@dpaInc angle ABC or ACB whatever,
AD=CD, it would be given
@Arnab09 it's not stated in the question. She read it from the answer
oh! sorry, @Callisto i guess not enough data given here
No problem, thanks for taking a look!
well i arrived at the answer your friend did
was your friend's answer right?
I hope so, she read from the solution
ok, then we must assume that AD=DC
but how would you make such assumption if you don't know the answer?
not sure on that one, maybe there is a theorem that states it
law of sines perhaps?
How?
i dont think so ... third side is missing
if CD is given, the required angle can be calculated easily
If CD had been given, I wouldn't have asked
I think it can have any value between 45 to 90 ... since you can always draw perpendicular from one base angle to other side
i think descartes might work
Can you explain a little bit?
i cant draw on this thing for nothing; descartes would label all the lines; known and unknown; then write up all the relations he could think of until he could construct a set of n equations in n unknowns and solve
You don't have enough information. First triangle 1 equation two unknowns second triangle 1 equation 3 unknowns. Combine unknown angle from both equations and you have 1 equation two unknowns.
Okay, that's what I'm doing right now :S
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