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(x+3)/x
(x^2+3)/x-(3*x^3)+x^2+1
(ln(x)+10)^10
x^2-(3*x^3)+1
x^2+1
| E+5.6=7.12 | | tan(4x-1)=1 | | -2T=124 | | 7c+4=107 | | Y^3=-343 | | 12+1=4x+0+x-2 | | 3x-(2x-5)=x-2 | | 2x-4=-6x+8 | | 23G=-46 | | 2x+10=-17 | | -7(w-9)=3w-37 | | -92=-2x-2[6x-17] | | 10p=-200 | | 8x-8=-6x-12+40 | | 86+Y=500 | | 14x+28+6x=-44 | | 1/4(12x-16)=1/5(20x-15) | | 2(5x-3)=3x+4 | | 24+3x=90 | | s*5-25=55 | | 33+x=37 | | 7x+116=9x | | 8=0.5t | | 9-2x/x^2-2x-63 | | -16=2x-7[x+8] | | 3-x=231 | | 8/15*m=1/3 | | 99=33x*3(3x+5) | | 34H=-200 | | -6g+7-2+4g= | | 15-x=2x+9 | | 127+2x=16x-475 |