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x in (-oo:+oo)
a = v-(u/t) // - v-(u/t)
a+u/t-v = 0
a+t^-1*u-v = 0
x należy do R
x in (-oo:+oo)
| x^2+24x+3=0 | | 3/a=4/5 | | (3+u)(3u-8)=0 | | Y+18=3y | | 6+4(x+1)=14 | | 2x+2=42 | | 4-7(-4)= | | (x^8)/(X^9) | | 3-(1/4)y^2=y | | 4.3+1.3n=1.44 | | 19=n+17.5 | | x/9-x/8=7/9 | | l=1872/(6*8) | | -13y=5y^2-6 | | (3v-2)(4v+4)= | | 8x^2+30x-12=0 | | l=1872/6*8 | | -(7f+18)+2f=0 | | 8x^2+30-12=0 | | v+2.7=7.17 | | t^2-t-132=0 | | 28rv^3+32rv^2+16rv=0 | | 2w^3-6w^2-8w=0 | | 3z(z+5)(z+7)=0 | | -y/10=-4/9 | | 9w^3-43w^2-8w=0 | | 3z(z+7)=0 | | 84x^3+164x^2+40x=0 | | 8(x+10)-3(2x+5)=2(x+36.5) | | 4c^2+33c+8=0 | | 2r^2-7r-4=0 | | -y+2x=10+2y |