What are the six trig function values of pi/3?
1 Answer
The
Explanation:
The
Using the ratios, we can determine their values when
Recall that
=sin(pi/3)
=sin(180^@/3)
=sin(60^@)
=sqrt(3)/2
=cos(pi/3)
=cos(180^@/3)
=cos(60^@)
=1/2
=tan(pi/3)
=tan(180^@/3)
=tan(60^@)
=sqrt(3)/1
=sqrt(3)
=1/sintheta
=1/sin(pi/3)
=1/sin(180^@/3)
=1/sin(60^@)
=1/(sqrt(3)/2)
=2/sqrt(3)
=(2sqrt(3))/3
=1/costheta
=1/cos(pi/3)
=1/cos(180^@/3)
=1/cos(60^@)
=1/(1/2)
=2
=1/tantheta
=1/tan(pi/3)
=1/tan(180^@/3)
=1/tan(60^@)
=1/(sqrt(3)/1)
=1/sqrt(3)
=sqrt(3)/3