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x in (-oo:+oo)
(a^3*((a^2*b^-1)/4)*b^-2)^3 = 0
1/64*a^15*b^-9 = 0
x należy do R
x in (-oo:+oo)
| lnx-4x-4=0 | | (X+15)+3x+x=180 | | f(x)=2x^2-7x+13 | | 2x-(x-10)=94 | | 4x-(10-2x)=c(3x-5) | | 3-6n=11-8n | | 2x-(x+10)=94 | | 2x-x+10=94 | | T=UB+Brt | | 0.7(0)-0.2(-3)=2 | | 24500000=x+.05x | | x+4=lx-2l | | -7x+7+7x=1 | | 0.7(2)-0.2(0)=2 | | tan^2x-21=0 | | 0.7(2)-0.2y=2 | | 5y-10+y+51=5y+50-2y | | 8=r+8-6r | | 2u=12-4u | | 4(y-1)=y+2 | | 5x-3x-3=2x+6-5 | | 10/18=2.5/y | | 7m-13=23+3m | | 2p-17=-33+4p | | 8b-7b=1 | | -4x^2-3x-2=0 | | 6m^2n-10mn^2= | | 7x(1-3x)=0 | | 5n-6+6n=-17 | | 18xy/12y= | | 6x-15=1-2x | | 68+53+x=180 |