2sin²x-sinx=0
sinx•(2sinx-1) =0
1) sinx=0 => x=πn
<span>2) sinx=½ => x=(-1)^n•π/6+πn</span>
5x-2=9x+4 /+2
5x=9x+6 /-9x
-4x=6
x=-6/4.x=-3/2
x=-1,5
((14+11)(14^2-14*11+11^2))/25-14*11=(25(14^2-14*11+11^2-14*11+14*11)/25-14*11=(14-11)^2+14*11-14*11=3^2=9
(x-4)*(x+2) / 4x*(x+2)=(x-4) / 4x=1/4 -1/x =0,25-1/x