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3*x^4-(12*x^2)+0*x^3+0*x+53 = 0
x^3+2*x^2-x+1;x-3
x^(1/2)
x^2-(2/3) = x-(1/2)-(1/6)
5*x^4-3*x^3+4*x-6;x+1
| t(squared)=81 | | x^2-2/3=x-1/2-1/6 | | 19-11=x/-8 | | 2x-3+5x+13=29 | | 100=100x+.25 | | 33x+13x=2 | | 0.6x-0.4(50+x)=0.3(50) | | x(squared)=16 | | 4x+2x=0 | | x(t)=2t^4-9t^3+9t^2+t-3 | | x2-2/3=x-1/2-1/6 | | X-1/x-6 | | 2x^3+3=39 | | 9x+2=7x-6 | | -6(x-2)-2x=4-8(x+3) | | 4x^2-(-32)=-28 | | 5(z+2)=3(z+1)-1 | | 4x^2-32=-28 | | x^3+3x^2+6x+1= | | (10y-6)/(9y^2-15y) | | (9x-8)/(-6x-7) | | Y-5=x^2-6x+2 | | X^2-4x-1=-15 | | 2x^2-13=5x^2+12 | | 4x=15-(-15) | | x^3+3x^2-70x-144=0 | | 2x+50=120 | | 22=13-y | | v^2-5v-126=0 | | 2(3x+4)=19x | | 6x-2=27x+10 | | -7=-28-7 |