Use the image below to answer the following question. Find the value of sin x° and cos y°. What relationship do the ratios of sin x° and cos y° share?
@mathmale @Hero Please help!!!! I have been stuck with two questions and this is one of them
@mthompson440 @sleepyjess
The opposite side of angle x and the adjacent side to angle y, is exactly the same side. Recall that,\(\tiny \\[0.5em]\) `(1) Sine(Angle) = Opposite / Hypotenuse` \(\tiny \\[0.7em]\) `(2) Cosine(Angle) = Adjacent/ Hypotenuse`
Yes I Remember we use SOHCAHTOA right?
Can you tell me anything about sin(x) and cos(y) , based on the information I've provided?
Yes that the sin is 15 and the cos is 8
is that right sorry if im stupid ://
Can you find the side that is opposite to angle x, on your figure?
yes um isn't it where O is
So, which side is this?
the leg of 8 units, the leg of 15 units, or the hypotenuse (which we will find later)
?
wait aren't they opposite and adjacent
oh the leg of 8 units
Yes, the opposite side to angle x, is 8 units.
And what about the side adjacent to angle y?
which side of the three is it going to be?
it is going to be the leg of 15 units
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