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OpenStudy (darkbluechocobo):
Find the reference angle, \[\theta',if \theta=1395\]
OpenStudy (darkbluechocobo):
\[1395-3(360)=315\]
OpenStudy (freckles):
so 1395 is in degrees?
OpenStudy (darkbluechocobo):
Yes I couldnt find the degree icon
OpenStudy (freckles):
1395-3(360)=315
means that angle is right here:
|dw:1421780201435:dw|
we need to figure out how far that angle is from the x-axis there
to find the reference angle
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OpenStudy (darkbluechocobo):
so 360-315?
OpenStudy (freckles):
yep yep
OpenStudy (darkbluechocobo):
\[360-315=\]
OpenStudy (darkbluechocobo):
45
OpenStudy (freckles):
yes that's right 45 deg is the reference angle
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OpenStudy (darkbluechocobo):
Question though
OpenStudy (darkbluechocobo):
so the last one I did was -855 so I set up the equation -855+3(360) and got 225 would 225 be the reference angle or do you have to subtract it by 360?
OpenStudy (freckles):
the reference angle is a number between 0 deg and 90 deg
OpenStudy (freckles):
so 225 deg is not between 0 deg and 90 deg
OpenStudy (freckles):
|dw:1421780477807:dw|
you need to figure out how far 225 is from the x-axis
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OpenStudy (darkbluechocobo):
360-225=135 so 135 degrees? from x axis?
OpenStudy (freckles):
we know the angle has to between 0 and 90
135 is not between 0 and 90
also in the picture I drew does that angle look acute or obtuse?
OpenStudy (freckles):
|dw:1421780730309:dw|
225-180 is how far we are away from the x-axis in deg