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If (theta) = arctan1, what is theta? in terms of pi?
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tan(theta)=tan(arctan1) tan(theta)=1 think of your unit circle tan(theta)=y/x if y/x=1, then y=x. you have an isosceles right triangle, the angles of which are each 45º or pi/4 radians
that is the reference angle. there are other solutions
theta=pi/4+k*pi, where k is an integer
I have a similar problem that I can't figure out. if theta = arctan(-1/squareroot 3) what is theta in terms of pi?
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