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Use the Law of Sines to find the values of x and y. Round to the nearest tenth.

Mathematics
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what does the law of sines indicate?
law of sine relates the sine of the angle to the opposite

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Other answers:

\[\frac{ a }{ sinA }=\frac{ b }{ sinB }=\frac{ c }{ sinC }\] |dw:1377970093716:dw|
It is just a ratio. Set one up using the law of sines :)
|dw:1377970190365:dw|
so \[\frac{ \sin 41 }{ y}=\frac{ \sin 62 }{ x }\] like that
Not really
|dw:1377970383972:dw|
Solve for that angle then use it :)
XD i do that everytime
^^how is it 125???
it isn't
no it is 77
|dw:1377970590585:dw|
125 + 62 alone makes up over 180 degrees
LOL sorry i was looking at the 14 and 41
|dw:1377970696576:dw|
tis ok
|dw:1377970767098:dw| Then do it for sin 41
is everything clear now or do you want further help?
eh need help still
\[14 \sin 62/\sin72=x\] i got 12.9974045582289724 book says it is 12.7
Did you cross multiply?
erm what
oh yea i did sorry
|dw:1377977703338:dw| I think that is how it is done :)
im confused ^^
That is cross multiplication silly sin(62)*14=sin(77)*x
Look at it like this |dw:1377978428131:dw|
i know how to cross mutiply...
sin(62)*14=sin(77)*x ^ ^ 0.8829*14= 0.9743 * x eazy now?
it says round to nearest tenth|dw:1377978723473:dw|
Oh it is so round :D

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