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(x^2+2*x+1)*(x^2-4) > 0
48;1;2;3;0;0
792;3
1*0^2-(0*5)+6
n^2-(7*n)+10 = 0
| -35=-7m | | 6(x^2-4x)=0 | | 5-n=4 | | 35=10y+5 | | -3+11=-8w+15 | | -82-=2(5v+6) | | 29=7g-20 | | 13-6r-19=7r+12-4r | | 1+8x=-2x+4 | | 3q-7=53 | | 4u=28-3u | | 5x+3=3[14-6+2x+10] | | 2h-1=31 | | -2x-24=-2(x+8) | | 5x+3y+6z-3x+2z-5y= | | 2-3(x-5)=3/4 | | x(x+3)(8x-7)=0 | | 1-6x=-3(1+2x) | | 2x-6=10x+120 | | 4x+2y = 4 | | 7/8x=3x-8 | | 3=dx | | 8/7=3x-8 | | 15x-2x^2-7=0 | | 3x+9xy=27 | | 7+3y-5=-1+2y-12+2y | | -2h-16=(h-2) | | 8=8+7x | | c/4-6=19 | | A+(b-c)= | | 7/8x≥3x−8 | | 42x-9+35x+12=180 |