Tags:
draw a graph
domain: anything that x covers
range: anything that y covers.
So take y=x^2 (parabola, intercepts origin at minimum) as an example.
domain= (-infinity, infinity)
range= [0,infinity)
So I'm supposed to find the exact number (with radicals and shit) of angles that are multiples of 45 or 30 degrees.
Example: Find cos(-7pi/6)
This angle is in terms of... Radians or something, but it doesn't matter because I convert it to degrees, like the rest of the fucking world uses, before starting the problem.
I have this chart that I don't really know if I'm supposed to memorize or not, but it tells me all of the coordinates of the points on the unit circle that are on an angle that is a multiple of 30 or 45 degrees. Anyways, from what I can tell, sine is the y coordinate of that point and cos is the x coordinate of that point. Fine. Lovely.
Except for the fact that I look on the table, punch the x or y coordinate in, and it's wrong. The correct answer is always the answer I typed in multiplied by negative 1. Am I missing something?
And could someone tell me how the fuck this all works, because they can't honestly expect me to memorize a chart without giving me a formula or explaining why it works, can they?
O.o
A whatatatatatat? I vaguely remember the word 'polar'...
This will help explain why:
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