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1*x^3-(6*x^2)+9*x+0 = 0;x
x
2;3;1;6;0;0
1*x^2-(2*x)+0*x^3+1 = 0;x
x
2/(x^2)
e^10
| 2(cos(w))+4=2 | | 3(2x+4)=10x+7-4x+5 | | B+o+b=d | | 5x^2+3=7x | | 1234+1234+b=3702 | | 7m+3n+n+5-(-m)-3n+8= | | --3-15=z/-7 | | 60=x+1.4x | | 2(w^2)-3=2 | | ox=10 | | 47-8b=39 | | 2(w)-3567=w | | 1.2n=2.64 | | 2(w)-3=3 | | p(t)=1.8t | | 5a+10(a+2)+25(a+9)=645 | | x^2+2ax-3a^2= | | x-0.25x=150 | | 7m+3n-[11-2m+n+5]-(-m)-3n+8= | | b-7-6-5-b-2-1=-21 | | ln4.7/ln8 | | 0.09t+0.11(t+300)=173 | | 5=4-2a | | M+3.6=8.5 | | -6x+13=7z | | 2x-8=2y | | m^2=24 | | (0+3)(z-7)=0 | | 36=-8y+6(y+5) | | 12=4/5(k) | | 8x=y^2+5 | | 1.6z+12=3.2 |