
Victoria V. answered 07/16/20
20+ years teaching Calculus
If I am reading the terminal point correctly, it is ( -1/7, (4√3)/7 )
This is a point on the unit circle. (Notice that x2 + y2 = 1) so we have the following facts about points on a unit circle:
sin(t) = y-coordinate
cos(t) = x-coordinate
tan(t) = y-coord/x-coord or sin(t)/cos(t)
sin(t) = 4√3/7
cos(t) = - 1/7
tan(t) = -4√3