β72Β·(2β18-5β72-7β128+9β450)=
=6β2Β·(6β2-30β2-56β2+135β2)=
=6β2Β·55β2=660
18(β3-2β2)+15(2β3-3β2)-7(3β3-β2)=
=18β3-36β2+30β3-45β2-21β3+7β2=
=27β3-74β2
5β5-3(β15+2)+4(1-β15)=
=5β5-3β15-6+4-4β15)=
=5β5-7β15-2
β7(β3-2β8)+5β56-β84=
=β21-4β14+10β14-2β21=
=6β14-β21=
=β7(6β2-β3)
β3(β2-2β5)+β60-β24=
=β6-2β15+2β15-2β6=
=-β6