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x in (-oo:+oo)
a^2*((4*a^5*b^5)/16)*b^7 = 0
1/4*a^7*b^12 = 0
x należy do R
x in (-oo:+oo)
| 4x+7x=45 | | 2x+43x+3=22 | | 3(3y-1)/5=5y-7 | | 7w+13=-2w+184 | | x-10/-2=12 | | X-7y=-24 | | 1=1/3x-5 | | 1+2b(b+6)=5(b-1) | | 0.7x-0.4=0.16 | | 2b+4=b+15 | | 3-1+1= | | 93=-41/R | | g(t-2)=6t^2-4t+4 | | x(5x+8)=2x^2-9x+56 | | 18=v/30.3 | | y/4=2.25-y | | y=-16x^2+32x+48 | | 4x^2+90x+200=0 | | (7x+12)2=75 | | 6(2x-4)=5(x-1) | | I=13.1/62 | | 14-c=-10 | | 3x1/7= | | 16y+37=85 | | 35c/7= | | 1/1.5y=0.26 | | 5x-8x+55=4x+34 | | 6(a-3)+5(a-2)=4 | | 7y+6x=4fory | | 13.3=7*-92+vi | | 5j-3j*5whenj=10 | | 2n+5=77 |