原式=cos80*1/2*cos40cos20
=(1/2)*2sin20cos20cos40cos80/(2sin20)
=sin40cos40cos80/(4sin20)
=2sin40cos40cos80/(8sin20)
=sin80cos80/(8sin20)
=2sin80cos80/(16sin20)
=sin160/(16sin20)
=sin20/(16sin20)
=1/16
原式=cos80*1/2*cos40cos20
=(1/2)*2sin20cos20cos40cos80/(2sin20)
=sin40cos40cos80/(4sin20)
=2sin40cos40cos80/(8sin20)
=sin80cos80/(8sin20)
=2sin80cos80/(16sin20)
=sin160/(16sin20)
=sin20/(16sin20)
=1/16