evaluate. write your answer in simplified, rationalized form. do not round. \n\n$\\sin(\\pi) =$

evaluate. write your answer in simplified, rationalized form. do not round. \n\n$\\sin(\\pi) =$
Answer
Explanation:
Step1: Recall the unit - circle definition of sine
On the unit circle (x = \cos\theta), (y=\sin\theta), where (\theta) is the angle measured counter - clockwise from the positive (x) - axis. For (\theta=\pi), the point on the unit circle is ((- 1,0)).
Step2: Identify the value of (\sin(\pi))
Since (y = \sin\theta), when (\theta=\pi) and the (y) - coordinate of the point ((x,y)) on the unit circle for (\theta = \pi) is (0).
Answer:
(0)