How do you use a calculator to evaluate #sec((12pi)/5)#?

2 Answers
Dec 27, 2016

3.24

Explanation:

#sec ((12pi)/5) = sec ((2pi)/5 + (10pi)/5) = sec ((2pi)/5 + 2pi) =#
#= sec ((2pi)/5) = 1/cos((2pi)/5)#
Find #cos ((2pi)/5) = cos (360/5) = cos 72^@# by calculator.
#cos 72^@ = 0.31#
There for:
#sec ((12pi)/5) = 1/0.31 = 3.24#

Dec 27, 2016

sec 7.539822369 or cos 0.132629119

Explanation:

sec #(12pi/5)#

= #sec(37.69911184/5)#

=#sec7.539822369#

=#cos0.132629119#