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x in (-oo:+oo)
((12*(6*s^2)^2*t^5)/18)*t^3 = 0
24*s^4*t^8 = 0
x należy do R
x in (-oo:+oo)
| x/2-x/6=14 | | (X-4)2=27 | | 2x-11y=119 | | (x+1)(n-6)=0 | | 5x/2-x/6=4 | | 3/4xx/2 | | -2n+6n-12=n+6 | | x-(x(2/10))=1000 | | -5z=-1-7z | | x-(x(2/10)) | | -2/5-1/6 | | Y=5x^2+5x-21 | | 49x^3+42a^2+14a-12=0 | | 18n=6n+6 | | (3x+1)(2x+10)=p | | -5x+15y=75 | | 4.75x-y=3 | | 4(2x+1)=4x-4 | | (2x+5)(x^2+3x+1)=0 | | -7(4a+6)= | | 2+8x=-6+7x | | 13(10x+36)=-1066 | | 5e^2x-7=-3 | | 10x^2+2=0 | | 14=7.10 | | 3x^2-4x-7-0=0 | | 14x=7.10 | | =4x-2 | | 4y+8=-16 | | 3(x+4)+3=8x+3(x+3) | | 2x+6y=-144 | | 5+5a=-3a-11 |