Question

Name three points that lie on the circumference of the unit circle and what is the equation each one of them have to satisfy to meet these criteria?

Answer 1

(-1/2, squareroot 3/2) , (squareroot 2/2, squareroot 2/2) (1,0)

Explanation:

Since the circumference of the unit circle is 2π, each of the points is 1/24 ⋅ 2π = π/12 units apart (traveled along the circle). Thus, the first point counterclockwise from (1, 0)