Assume the triangle has the given measurements. Solve for the remaining sides and angles a) C=100°, a=(1/2),b=(1/3) b) A=(π/6,a=17.4,b=19.6
@Jack1
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so do u recon for (a) we use sine rule or cosine rule...?
cosine
coolski, me to so \(\large c^2 = a^2 + b^2 - 2ab(\cos (C))\) solve for c = ...? @washcaps ?
ok hold on
then use Sine rule to solve for other angles... easier that way ;)
c=.65
i'll just work it out too, sorry man, 1 sec
0.647... so 0.65, so perfect man
now use sine rule to work out other angles
so sinB/1/3? sinA/1/2?
\[\Large \frac a{\sin A} = \frac c{\sin C}\]... solve for A first.. then do the same for B
ah, ur way is easier solving for angle, sorry man
\[\Large \frac {\sin A}a = \frac {\sin C}c\]
my calculator is screwing up. I know the equation is sinA/1/2 = sin(100)/0.65. Could you solve?
sure sin (100)/0.647297 = 1.52142 = Sin A/0.5 so Sin A = 0.76071 so A = 49.52 degrees
180 - 100 - 49.52 = B = 30.48 ish...?
real quick this website http://www.calculatorsoup.com/calculators/geometry-plane/triangle-law-of-sines.php says that A=49.24?
maybe i rounded too early...?
oh ok so what would be the right answer? the website or yours?
maybe u used 0.65 instead of 0.647297 on the website...?
oh I did sorry. Yours is correct then
cools ;) either way they're both pretty close
k, u got this man, imma finish my assignment, slaters ;)
Thanks. I could use your help later tonight if your on haha :)
prob not, its 3:30 am here, will be sleepin like the dead tomorro night ;)
not on this. different question lol oh ok man thanks though
sorry man :(
np night
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