Not understanding trig problem

  • Thread starter Miike012
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So angle AOG is -270+ x degrees, which is the same as 90- theta.In summary, the conversation discusses the measurement of angles AOP and AOG, with the latter being a negative angle. It explains that the standard definition of angles is measured counter-clockwise from the positive x-axis, and clarifies the correct formula for finding the measure of angle AOG as -270 + x degrees or 90 - theta.
  • #1
Miike012
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angle AOP is theta..
let the revolving line start on the pos y-axis and revolve through the angle theta in clock wise direction.
the angle AOG is then 90 - theta..

I don't understand how angle AOG is 90 - theta.. it lookes like 90 + theta to me...?
 

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  • #2
AOG is a negative angle.
 
  • #3
Ok... so what does that mean? how does that mean it is 90 - theta?
 
  • #4
Is the picture you show directly from your book? If so then that formula is NOT correct. You show the angle measured from the positive y-axis but ask about angle AOP when A is on the x-axis.

The standard definition for angles is that positive angles are measured counter-clockwise from the positive x-axis, negative angles are measured clockwise. Let's say that the line OP is "x" degrees below line OA and that OG is "x" degrees to the left of the vertical line. Taking line OAG to be measured clockwise from the positive x-axis, NOT the positive y-axis as shown, the measure of OAG is -(270-x)= -270+ x degrees. The measure of AOP is theta= 360- x. 90- theta= 90-(360- x)= -270+ x
 

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