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x in (-oo:+oo)
(((5*u)/3)*v)^3 = 0
125/27*u^3*v^3 = 0
x należy do R
x in (-oo:+oo)
| 4x^5-x^3-5x=0 | | -2(3-6r)= | | 3x-8=(-3x)+4 | | -5x+2=-4x-2 | | 1.5(x-15)=4.5 | | 6(-7+5y)-9y= | | 7/-7-5=-6 | | 5k-2.4=3k+1 | | 13=r/9t8 | | 4x+5=2x+12 | | 8-6(x+2)=56 | | 349=2x-189 | | 10x+x=21 | | iz^3+z^2-z+i=0 | | 36x^3-12x^2-2x= | | n+24=10n | | 9x-7=6+8x | | 25-2x=31 | | +4x=9x+10 | | xy-5yz+11x-55z= | | 24x^2+12x^5= | | -5(4x-1)=-55 | | log[4](1-5x)=3 | | 16x+28y=0 | | 5v^2+11v+10=0 | | 4w^2-6w+2=0 | | -18=15-3(5+6t) | | 11x-3x+4x= | | 4(5x-10)-6= | | -7/10x=18 | | -4(m+2)=-8 | | -6(x+7)+9=(-7x+7) |