(tan12-√3)/(4cos^2 12-2)sin12=

来源:学生作业帮助网 编辑:作业帮 时间:2024/05/01 11:03:28
(tan12-√3)/(4cos^2 12-2)sin12=
x 0EWIi# =J@E,af4Y +p>#a7(~l<=EL:?A{lWVΞ-?:)'8,@Ή,b{:T$N]H_$D;E*OgWR}!\]Q!-2d!aoBV

(tan12-√3)/(4cos^2 12-2)sin12=
(tan12-√3)/(4cos^2 12-2)sin12=

(tan12-√3)/(4cos^2 12-2)sin12=
tan12-√3=sin12/cos12-√3
=(sin12-√3cos12)/cos12
=2sin(12-60)/cos12
=-2sin48/cos12
=-4sin24cos24/cos12
=-8sin12cos12cos24/cos12
=-8sin12cos24
sin12*(4(cos12)^2-2) =sin12*(4(cos24+1)/2-2)
=sin12*2cos24
=2sin12cos24
(tan12-√3)/(4cos^2 12-2)sin12=-4