If a triangle lies in the interval -1
SO i feel like there is information missing here
does it state that all of the coordinates fall within this restricted bound
all of the x coordinates**
I'm trying to find the value of cos(arcsin (x/5) , but I'm not sure where to draw the triangle. no coordinates specified
ahh, ok, now I understand. So the real question here is when will the sine of a number be negative?
which quadrant
If you do not understnad how I made it to that point let me know
yea, which quadrant
that's where I'm stuck
ok so first, do you understand why I am asking you when is sine negative?
sine is negative in the 3rd and 4 quadrants
but it has to fall in the interval -1<x<0
Sine is negative in the third quadrant and fourth That is correct
so if you have the fraction \(\frac{x}{5}\) And you are bounded with the bounds on x you say, is that fraction positive or negative?
once you figure that out, you then can use the structure of the coordinate plane to decide whether your triangle is in quad III or IV
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