How do you evaluate #cos (pi/6 + pi/3)#?
1 Answer
May 23, 2018
Explanation:
#cos(pi/6+pi/3)#
#=cos(pi/6+(2pi)/6)=cos((3pi)/6)=cos(pi/2)=0#
#cos(pi/6+pi/3)#
#=cos(pi/6+(2pi)/6)=cos((3pi)/6)=cos(pi/2)=0#