a)(sin pi/8 + sin 3pi/8)(cos 3pi/8 - cos pi/8) =-2sinpi/4cospi/8*2sinpi/4sinpi/8==-4*1/4cospi/8sinpi/8=-1/2sinpi/4=-sqrt(2)/2.
б)=cospi/6=sqrt(3)/2.
в)(cos pi/12 - cos 5pi/12)(sin 11pi/12 +sin 5pi/12) ==2sinpi/4sinpi/6*2sin2pi/3cospi/4=4(sqrt(2)/2)*(sqrt(2)/2)*(1/2)*sqrt(3)/2=4*1/2*1/2*sqrt(3)/2=sqrt(3)/2..
a)(sin pi/8 + sin 3pi/8)(cos 3pi/8 - cos pi/8) =-2sinpi/4cospi/8*2sinpi/4sinpi/8=
=-4*1/4cospi/8sinpi/8=-1/2sinpi/4=-sqrt(2)/2.
б)=cospi/6=sqrt(3)/2.
в)(cos pi/12 - cos 5pi/12)(sin 11pi/12 +sin 5pi/12) =
=2sinpi/4sinpi/6*2sin2pi/3cospi/4=4(sqrt(2)/2)*(sqrt(2)/2)*(1/2)*sqrt(3)/2=4*1/2*1/2*sqrt(3)/2=sqrt(3)/2..