If it's not what You are looking for type in the equation solver your own equation and let us solve it.
D( x )
a^2 = 0
a^2 = 0
a^2 = 0
a^2 = 0
x należy do R
x belongs to the empty set
b^4*((a^2*b^6)/(a^2))*x^3 = 0
x belongs to the empty set
| pq-3b= | | an=5n-2 | | 7x-17=-1+3x | | Ln(2x-6)+lnx=36 | | v(x)=(2x+5)(2x+7)(x+4) | | 3z-24=-38+52 | | 18+4.50=16+5.75h | | -6(z+4)+3z= | | 17x+10=16-3x | | t-(-8.2)=12 | | 4d=5d-11 | | 6m-2-9m=1 | | 3.5d+9.25=4+4.25d | | -8=g/4-7 | | 1p+26-10p=1 | | 45-3x=3x | | 2*(9+8)=t | | X^2+10x+m= | | 5(3+2x)-5=40 | | P^2-p-210= | | 15g=1/2 | | 4.2+4e=-8.6 | | (-5y^4-7y-7)+(7y^3+8y+9)=0 | | x^2+11x-100=0 | | (x+6)(1-6)= | | P^2-p-210=0 | | x^2+6x-144=0 | | 8y+8x-8y= | | -6x=-5x-8 | | 2-(1-6r)=6r+1 | | 2/3y^2-4/9y^2= | | x^3=289x |