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(sin(cos(5*x)))^4
x^3-(5*x^2)+7*x-2 = 0
3;4;5;6;12;7
18*x^5-(3*x^4)+3*x^3 = 0
7;10;1;2;3;3
| -x+2=-2x+9 | | 11y^2+108y+1008=0 | | g-4.57=18.75 | | =log2/log1.1 | | -40.32+m=12.6 | | X+Z^2-8Z-18=0 | | 576/2.4 | | 64.6+x=6.8 | | -43.2+y=2.7 | | 56+p=11.76 | | 4(x+6)=2x-6 | | 4x-10=x+55 | | n-9.7=58.2 | | 4.2+n=14.7 | | 3sin^2x+8cosx=0 | | =1.35 | | N/6=4/5/6 | | z^2+(2i-3)z+5-5i=0 | | 27=3(x-3) | | (P-8)/2=10 | | 0.8+w=0.75 | | 8x+7=x^2+22 | | 20-2n=2n+5 | | 4x-3y+2z=4 | | 5v+9=54 | | 4x+13=69 | | 3v-8=34 | | 4u+15=87 | | 227=51-v | | -7+z=2.1 | | 42-w=262 | | 30-2n=n |