How would you find the exact value of the six trigonometric function of -3pi/2?

1 Answer

#sin ((-3pi)/2)=1#,#" " "cos ((-3pi)/2)=0#,#" " "tan ((-3pi)/2)=oo#

#csc ((-3pi)/2)=1#,#" " "sec ((-3pi)/2)=oo#,#" " "cot ((-3pi)/2)=0#

Explanation:

#sin ((-3pi)/2)=sin ((pi)/2)=1#,
#cos ((-3pi)/2)=cos ((pi)/2)=0#,
#tan ((-3pi)/2)=tan ((pi)/2)=oo#

#csc ((-3pi)/2)=csc ((pi)/2)=1#,
#sec ((-3pi)/2)=sec ((pi)/2)=oo#,
#cot ((-3pi)/2)=cot ((pi)/2)=0#

God bless....I hope the explanation is useful.