Cos(π+2α)+sin(π+2α)*tg(π/2+α)=-cos2α-sin2α*(-ctgα)=
=-(cos²α-sin²α)+2sinαcosα*cosα/sinα=-cos²α+sin²α+2cos²α=cos²α+sin²α=1.
((3х+1)/(2х-4)) * (х-2)/(3х+1)^2=(2*(х-2))/((х-2)*(3х+1)=2/(3х+1)
А)=аб-ас+сд-д^2
б)=ху-5х-5у+у^2
в)=6ах-21а+35б-10бх
г)=х-у-ау+ах
д)=3а-6-2+а=4а-8
е)=6-2б+5б-15=3б-9