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(x+1)^3
6*x-2*x^5+0*x^4+0*x^3+0*x^2+0 = 0
(1238*x)/(1238*x+10654) = 0.114353985321727
cos(3/2)
5^tan(x)
| -6+[-7]=17 | | 2y+6+x=-x-9y | | 1+6x=4x(3-2x) | | 46=6+4x | | f(x)=2x^4+x^3-3x^2-2x | | 8x^2(3-2x)=0 | | 2(x+1)2+3=0 | | y=2x^3-9x^2 | | 4√(1/4)^x1/16 | | x+6y-22=0 | | 18x^2+45=0 | | y=cos(-0.5x) | | 6(3x+4y)=18x+24y | | f(x)=cos(-6x+7) | | .6435x=2338.57 | | 623.54x=401.25 | | 4/7(21/8x+1/2)=-2(1/7-5/28x) | | 94*x=104*(x-5) | | 1637+.3x=x | | 2x+0.3=-2 | | -2*-x=2x | | (11.6+x)*8=120.8 | | -2*-x= | | -3(1+4p)+5p=-6-6p | | sqrt(x^3+12x^2-11x-2)+sqrt(x^2+3x-4)=0 | | 10(2p-51)-25=(2p-51) | | 3x+10=3,5 | | 4x-20=3x+20 | | b(x-2)+b+1=0 | | 6x+x=224 | | 4x-8=-4(2r-3)+4 | | log[5](x+2)-log[5](x)=log[5] |