Write an equation that could be used to find the value of y. answers: sin 94/52 = sin72/y sin94/y = sin72/52 sin14/52 = sin72/y sin 94/y = sin 72/52
i think its the third one
The third one as in sin 14/52 = sin 72/y ? Remember that the law of sines states that \[\frac{ Sin A }{ a } = \frac{ Sin B }{ b } = \frac{ Sin C }{ c }\] So you want to find one pair of angle / side that are already solved...like for example here...you have ANGLE X...and SIDE X...so that would be a good start \[\frac{ Sin 94 }{ 52 } = \frac{ Sin B }{ b }\] Now you want to solve for side Y so you want to take ANGLE y...and use side y in the comparison \[\frac{ Sin 94 }{ 52 } = \frac{ Sin 72 }{ y }\] Make sense?
yeah a little hah
i thought it was the third one because your just finding the equation so i just subtracted the measures from 180
Ohh...no this is a Law of Sines question... *more can be read here* http://www.mathsisfun.com/algebra/trig-sine-law.html it is a good website to look at for this ...and this would be the method used to find missing side or angle lengths of triangles
ohh yeah i know that its a law of sines question hah im just confused on how the equation is supposed to look like
so its the first one then ?
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