1){ϱx−y=sinxsiny3.√8x2+3+1=6√2y2−2y=1+8y
2){(1+42x−y).5(1−2x+y)=y3+4x+1+ln(y2+2x)=0
3){√x2−2x+6.log3(6−y)=x√y2−2y+6.log3(6−z)=y√z2−2z+6.log3(6−x)=z
4) {x3+3x−3+ln(x2−x+1)=yy3+3y−3+ln(y2−y+1)=zz3+3z−3+ln(z2−z+1)=x
5) {log2(1+3cosx)=log3(siny)+2log2(1+3siny)=log3(cos)+2
6) {x3−12x−y3+6y2−16=0=4x2+2√4−x2−5√4y−y2+6=0=