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H = a/b // - a/b
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H-(a*b^-1) = 0
x należy do R
x in (-oo:+oo)
| 40x+8(1.5x)=42000 | | x/3-11=1/70 | | -7+3x+7+14=5x-2-4x | | z^3=-64 | | P(x)=x^4+3x^2-4 | | 4x^2-32x+x-8=0 | | 4d-4=28 | | 6x+4=8x+7 | | 1/6÷5 | | -83=-7x-6x-5 | | x+(x*.03)=125000 | | 3/2(x-2)^2-4=2 | | 1/4y-2/3=-1/2 | | -1.17+1.7m=13.4m | | ex=30 | | 6x+5=5x+4 | | -8-k=k | | 3x^2-15x+12=o | | 9x^2+10=6x | | 5(m+3n)=20 | | 2/5n=-5/2 | | 23+24(7x-2)=34 | | 8=23-3p | | x(x+1)=7x | | 5(z+3)-4(1+p)= | | 47533.2=2*3.14*r^2+2*3.14*r*232 | | -v=9v | | 3k-4/6=5/6 | | 11.16-16.2k=-19.2k-6.54 | | 3k-4/10=5/4 | | 10x^2+9=6x | | 5p+4q+p= |