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x in (-oo:+oo)
(((5*a^3)/3)*b^6)^3 = 0
125/27*a^9*b^18 = 0
x należy do R
x in (-oo:+oo)
| F(X+5)=x^2+Kx+30 | | x^2-9x+27=4x+5 | | (10-2)*3= | | (-3)+(5)(-7)= | | 3x+3+2x-2+5x+1=180 | | x+9=15-3 | | u+u+ue=eu | | 5a-3a=-10 | | 12(x-6)=-4-7 | | 5d-15=70 | | 4x=19+5 | | 5.7g=51.3 | | 6e^2x=36 | | 50-2x/2=13 | | (7+6+9+-6-9-2+7)3= | | -7x^2+8x+5=0 | | y/9=21 | | X=7(3.14)j | | -3(-4-7z)=7z | | 10=-16x^2+32x+6 | | B=3.14159265 | | 4x+9=-27-2x | | 19-4x=4x+11 | | 8x+71=3x+121 | | 29/8 | | -18=-8x-9-5x | | 15-2b=-a | | 8m-13=19 | | 1/3xln(18)-1/3xln(16)-1/3xln(1/3) | | z^2-4iz-5=0 | | 4x+9=-27x-2x | | 9x+4=4x-6 |