SOLUTION: An equilateral triangle's vertices lie on the unit circle, which is is placed on an xy plane. In Quadrant 1, point P(0.5, 0.866) is given, while one of the vertices lie on the x-

Algebra ->  Angles -> SOLUTION: An equilateral triangle's vertices lie on the unit circle, which is is placed on an xy plane. In Quadrant 1, point P(0.5, 0.866) is given, while one of the vertices lie on the x-      Log On


   



Question 1084471: An equilateral triangle's vertices lie on the unit circle, which is is placed on an xy plane.
In Quadrant 1, point P(0.5, 0.866) is given, while one of the vertices lie on the x-axis
(between Quadrant 3 and 5). Determine the exact value of the trigonometric ratios at
each vertex

Answer by ikleyn(52851) About Me  (Show Source):
You can put this solution on YOUR website!
.
I have couple of notices to this problem/to this post/to this condition.

1.  The point P is not relevant to the question.


2.  Quadrant 5  DOES NOT EXIST  in the nature.


3.  The interior angles of an equilateral triangle are all 60 degrees.


4.  sin(60) = sqrt%283%29%2F2.  cos(60) = 1%2F2.

The rest is on you.