Question

The statement "tan theta = -12/5 , csc theta= -13/12, and the terminal point determined by theta is in quadrant 3":

cannot be true because tan theta must be less than 1.

cannot be true because tan theta is greater than zero in quadrant 3.

cannot be true because if tan theta = -12/5, then csc theta= +- 13/5 .

cannot be true because 12^2+15^2=/1.

Answer 1

in quadrant 3 tan >0
it is impossible that in quadrant 3 tan =-12/5