If it's not what You are looking for type in the equation solver your own equation and let us solve it.
D( b )
b+4 = 0
b-4 = 0
b+4 = 0
b+4 = 0
b+4 = 0 // - 4
b = -4
b-4 = 0
b-4 = 0
b-4 = 0 // + 4
b = 4
b in (-oo:-4) U (-4:4) U (4:+oo)
(8/(b+4))*(b-4)-((7/(b-4))*(b+3)) = 0
(8/(b+4))*(b-4)-7*(b+3)*(b-4)^-1 = 0
(8*(b-4))/(b+4)+(-7*(b+3))/(b-4) = 0
(8*(b-4)^2)/((b+4)*(b-4))+(-7*(b+3)*(b+4))/((b+4)*(b-4)) = 0
8*(b-4)^2-7*(b+3)*(b+4) = 0
b^2-113*b+44 = 0
b^2-113*b+44 = 0
b^2-113*b+44 = 0
DELTA = (-113)^2-(1*4*44)
DELTA = 12593
DELTA > 0
b = (12593^(1/2)+113)/(1*2) or b = (113-12593^(1/2))/(1*2)
b = (7*257^(1/2)+113)/2 or b = (113-7*257^(1/2))/2
(b-((113-7*257^(1/2))/2))*(b-((7*257^(1/2)+113)/2)) = 0
((b-((113-7*257^(1/2))/2))*(b-((7*257^(1/2)+113)/2)))/((b+4)*(b-4)) = 0
((b-((113-7*257^(1/2))/2))*(b-((7*257^(1/2)+113)/2)))/((b+4)*(b-4)) = 0 // * (b+4)*(b-4)
(b-((113-7*257^(1/2))/2))*(b-((7*257^(1/2)+113)/2)) = 0
( b-((113-7*257^(1/2))/2) )
b-((113-7*257^(1/2))/2) = 0 // + (113-7*257^(1/2))/2
b = (113-7*257^(1/2))/2
( b-((7*257^(1/2)+113)/2) )
b-((7*257^(1/2)+113)/2) = 0 // + (7*257^(1/2)+113)/2
b = (7*257^(1/2)+113)/2
b in { (113-7*257^(1/2))/2, (7*257^(1/2)+113)/2 }
| .60d+5=.33d-3 | | 0.05x+0.09(3700-x)=770 | | y=1/3(1/3)+3 | | y-1/3(1/3)+3 | | X^2-2x-18=4x-2 | | 8(y-2)=48 | | 1/3(1/3)+3 | | y=1/3(0)+3 | | a-8=-21 | | x^4-4x^2+324=0 | | y=1/3(1)+3 | | -48/18 | | 0.06x=0.11(68000-x) | | x-7x-8=0 | | -1.3+x=-650 | | -650x=-1.3 | | X^2+x-22=8 | | 1/3y+6=-13 | | 6t+8/6t-5=2t+5/2t-7 | | 10/8=4/x | | 15x+45=385 | | 50000000=.012x^2-.543x+35.727 | | 90x+65x=465 | | 5y=5x | | 5(2)-4(-3)=18 | | 1/8x=-9 | | G=15+2g | | (64/8*16+50)-(5*16/2)= | | log[5]625=2x+4 | | 4x-3a*2= | | 7(2)+5(-3)=-1 | | 41x+27(448-x)=14770 |