Answer:
sin(t) = √15/4,
cos(t) = - 1/4,
tan(t) = - √15
Explanation:
The coordinates of the terminal point P(x, y) determined by t are x = - 1/4, and y = √15/4;
sin(t) = y = √15/4
cos(t) = x = - 1/4
tan(t) = y/x = √15/4 / - 1/4 = - √15
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