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x in (-oo:+oo)
e = Q-(t/t) // - Q-(t/t)
t/t-Q+e = 0
e-Q+1 = 0
x należy do R
x in (-oo:+oo)
| -12x+4=4-12x | | 50x=5 | | 60x^2+180=0 | | 6x-4(-2x+12)=64 | | (37.5+10x)-(-0.5x+20x)=0 | | -3+10y=-38 | | 6x-4(-2x+12)=6 | | 3y/2-y/4=4 | | 7.5*1000= | | 0.5(x-5)(x-15)=0 | | (37.5+10x)-(-0.5x+20x)=0.5(x-5)(x-15) | | x-6=14-2x | | Tn=7n+11 | | 6545=-0.35x^2+39.43x+5619.85 | | 0.5(x-5)=15-x | | 5x-3(6x-8)=154 | | 9=5(4)-1 | | 3(x-2)+1=2(x+1)+x | | 15=-0.056x^2+0.422x+33.935 | | p=q-8p | | 2/x^2-4/x^1/4 | | 12+8(x-9)=4(x+3)+4x | | 12z^2-5z-2= | | f(x)=ln(5x)*dx | | f(x)=ln(5x)de | | 7x-2(3x-7)=8+5(3-x) | | 3inx/2= | | 510x-x^2=0 | | b^2+3b-36=0 | | 3(3y-1)/6y | | 3inx= | | 2x(5+13)=36 |