Look at the position of three basketball players on a court. Which statement is true? Answer A)The distance between Player B and Player C is less than the distance between Player A and Player B. B)The distance between Player A and Player C is equal to the distance between Player A and Player B. C)The distance between Player B and Player C is equal to the distance between Player A and Player C. D)The distance between Player A and Player C is less than the distance between Player B and Player C.
the side of the triangle opposite the largest angle is the largest side which is the largest angle? which is the largest side of the triangle?
i attached a picture?
I asked a question?
i don't understand you're question lol
which is the largest angle?
Laws of sine - the Lakers use this strategy in Basketball
i think B & C?
what question are you answering pineapple ? I just asked what the largest angle is; it can only be one
i don't know which one is the largest angle
you need to figure out the sides of that triangle to determine the distance. Use laws of sine
why do we need the law of sines? the largest side is subtended by the largest angle @pineapple31 the largest angle is the one with the biggest number
angle C
ok but if the asker doesn't undestand "the largest side is subtended by the largest angle" then at least they can see each distance and be able to answer the question
@pineapple31 yes C @precal I used that phrase with you because I figured you knew what it meant I was going to explain it differently to pineapple
Just trying to help. I do appreciate all of the wonderful ways, questions are solved on open study. Please proceed.... :)
i think the answer is B ?
No, read carefully what I said about the largest angle being opposite the largest side so, since the side opposite the largest angle (C) is the longest side of the triangle, that means that players A and B are the farthest apart out of all the pairs of players so then which is the correct answer?
C?
if the distance between Player B and Player C is equal to the distance between Player A and Player C, that would mean angle A= angle B which is not true any more help and I will be giving away the answer, so I'm afraid you will have to figure it out from here on your own good luck!
\[\frac{a}{sinA}=\frac{b}{sinB}\]
Thanks for helping Turing Test, now I would like to do it my way.
I figured they don't know the law of sines yet, but I wanna see how you do this precal, so go ahead!
ok but I need Laws of Cosine
I love a challenge
I think you are making this problem harder, but I still want to see what you do :)
that's ok, I don't mind... :)
ITS D lol
oh really? how so?
Let's do it my way
cause it makes more sense thn A lol
please ingore me precalc, I'm just examining the logic of pineapple
not a problem, I am looking up all of my formulas from precal
@pineapple31 have you ever heard of the law of sines or cosines?
no
have you heard of a sine or cosine at all?
btw precal I can't see how either sine or cosine law is going to apply here...
Bummer, this is AAA which means it is impossible for me to solve for any sides. Ok, I learned my lesson Turing Test. Pineapple31 I would listen to Turing Test...........
yeah, definately need 1 side for sine law and two SAS for cos law
lol guys i just wanna know the answer. your just confusing me
@TuringTest I have a notepad on my desk with the following saying "I like angles......to a degree."
@pineapple31 what level of math are you studying? This might help us respond better.
lol^ anyway precal let me show you what I mean by an angle subtending a side:|dw:1331326527470:dw|we would say that "angle A subtends side a" understand?
yes, I understood you from the beginning
I'm in geometry
I figure you do precal, I'm addressing pineapple "angle A subtends side a" is the same as saying "side a is opposite angle A"
so @pineapple31 do you now understand what I mean when I say "the largest angle subtends the largest side" ?
this makes sense visually|dw:1331326759298:dw|Here you can see a small angle A subtends a small side a
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