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x in (-oo:+oo)
y^5*((48*y^3*z^4)/40)*z^4 = 0
6/5*y^8*z^8 = 0
x należy do R
x in (-oo:+oo)
| 4x+27=30+2z | | 0=x-2y-10 | | -8x-19=21 | | b/0.4=0.2 | | p^2-12p=13 | | x(x)-4x-1=0 | | (.9-2x)(.9-2x)=0 | | 5u^3v^5/45u^2v^5 | | 4=(x)/(.9-2x)^2 | | -2y-8=2(2y+2) | | 3x+13=-29-4x | | .2=b/.4 | | 5+8x=-23+x | | 6v-20=-2v+20 | | 4-(x-9)/8=x/22-1/2 | | 6/45=6/8 | | 3(n+7)+2(3n-8)=113 | | 6+5x=38-2 | | F(x)=x^2-8ln(x) | | -6z+19=2z+11 | | (3*y^2-3*x*y+x^2)dx=(x^2+2*x*y)dy | | 6w^3/36w | | (3*y^2-3*x*y+x^2)dx=(x^2+2*x*y)dt | | 4=x/(.9-2x)^2 | | 3/7=11/y | | 9x^4/54x^7 | | 18z=19z | | 2/3x+17/9=2 | | 7-(36-72)/6 | | 7x-7=39+2 | | Log(4x+7)-log(x)= | | 24u^7/18u^3 |