How can the unit circle be used to construct the graph of f(t) = sin(t)?

Question

How can the unit circle be used to construct the graph of f(t) = sin(t)? If you think of t as an angle measure in the unit circle then f(t) will be the Correct: Your answer is correct. of the point where the terminal angle, t, intersects the unit circle. With the help of the unit circle, plot (t, f(t)) for different values of t. For example, at t = 𝜋 3 , we can add the point 𝜋 3 , ? to the graph. After plotting several points, connect the points to obtain the graph of f(t) = sin(t).

Answer 1

Every angle t shall intersect the circle at a point (cos t, sin t)