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x in (-oo:+oo)
a^-4*((b^2)/3) = 0
1/3*a^-4*b^2 = 0
x należy do R
x in (-oo:+oo)
| (4ab^2/8a^6b^5)^-4 | | (15/17)*x(5/1) | | 3x^2+-4ab+7+ab=0 | | (15/17)*x5 | | (x+y)(a+b)= | | 32*100/15*x | | 4x^2=1/2x | | 4x^2=0.5x | | 3a(-b)=9 | | 4(a-8)-3(a+1)=0 | | 5p+2=3-2p | | 2x(x+4)+12x=0 | | 2x+4(2x-1)=-14 | | 6x+2+x=3x-1 | | 6r+3r=2+3 | | 2sinx(cosx-1)=0 | | 0.6*2.5+0.4*x=3.4 | | 3p-6=2p+3 | | 5x+2=-98 | | x^2-8x+16=169 | | (3t-15)(2t-10)=180 | | x/100=40/60 | | 5-d-d-2+8-3d=0 | | 5y=-3x+16 | | -2y+50=x | | 1-x=1.43 | | y=50+-2x | | (x-8-4i)(x-8+4i)=0 | | 25*c-0.05(25*c)=66.50 | | 25*3.90-0.05(25*3.90)=66.50 | | 25*2.80-0.05(25*2.80)=66.50 | | g-2=5 |