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x in (-oo:+oo)
a^2*((18*a^4*b^6)/2)*b^3 = 0
9*a^6*b^9 = 0
x należy do R
x in (-oo:+oo)
| 15=72+6x | | f(x+1)=6x^2+7x-6 | | s-5=7s-89 | | .3333x-6=.1429x+2 | | n^2-120=7*n | | -4.072=.8b | | 12+c=7 | | 7r+2= | | z+28+z+96=180 | | 5x+14=-3x-33 | | (a^2-5a)/(a^2-4a-5) | | 9x+8=-208 | | 1/15=1/19+1/c | | a+24=7a | | x^3-5x^2+4a=0 | | c+14=8c | | 30/155 | | 13=2(x-1)+1 | | 5(x+14)=-3x-33 | | 8=3(v-4)-8v | | c+14=c | | x^2-3x+1=2-3x | | (5b-9)=(8-2b) | | -4y-3(-7y-3)=-7-8(1-y) | | b^2-2=0 | | 2a+a+36=180 | | 7/8=21/n | | (6a-24)=3a | | x/3-4=-20 | | 5(x-14)=33 | | 3k-6k=12 | | 2a=a+36 |