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x in (-oo:+oo)
a^4*((8*a^2*b^-2)/4)*c^-5 = 0
2*a^6*b^-2*c^-5 = 0
x należy do R
x in (-oo:+oo)
| log-logx=2 | | k^2+k=20 | | -x^2-8x+22=2x+1 | | -510/6 | | y+3=-6(x+2) | | f(x+5)=5x+2 | | f(x+5)=5x | | -x^2+4=3x^2+1 | | 8X+3=3X | | 2n(4n)=0 | | 6(2a+3)=5(a+5) | | (x^-1/4)^8 | | 8t+x=4 | | W^2-20w+37=0 | | 0.8(x+30)+0.8x=88 | | 6x^2(5x-3)= | | xsquared+343=0 | | -7/4x=-3/4 | | 7x=gh | | (6x)+(4x)+(4y)-(3y^2)-(y^3)= | | 3000-x=(2(x)+10)+2(x) | | x^2-4x+10y-55=0 | | log[3](-1-4x)=2 | | 2(4-(x-1)3)-3(x-5(1-x))=5x | | (3x^2)+(4xy)-(x(y^3))= | | 3x=11+24 | | 3(7-3(x+1))+2(x+6(x-1))=7x | | (3x^2)+(4xy)-(x(y))= | | 7/b*2/7=1 | | x^2-2ax+(a^2-b^2)=0 | | (7x^3-5x+2)-(5x^3-4x^2+6x-7)= | | 5(3x+6)=3(5x+11) |