(4/(m+4))+(5/m)=((3m+4)/(m^2+4m))

Simple and best practice solution for (4/(m+4))+(5/m)=((3m+4)/(m^2+4m)) equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for (4/(m+4))+(5/m)=((3m+4)/(m^2+4m)) equation: 


D( m )

m+4 = 0

m = 0

m^2+4*m = 0

m+4 = 0

m+4 = 0

m+4 = 0 // - 4

m = -4

m = 0

m = 0

m^2+4*m = 0

m^2+4*m = 0

m^2+4*m = 0

DELTA = 4^2-(0*1*4)

DELTA = 16

DELTA > 0

m = (16^(1/2)-4)/(1*2) or m = (-16^(1/2)-4)/(1*2)

m = 0 or m = -4

m in (-oo:-4) U (-4:0) U (0:+oo)

4/(m+4)+5/m = (3*m+4)/(m^2+4*m) // - (3*m+4)/(m^2+4*m)

4/(m+4)-((3*m+4)/(m^2+4*m))+5/m = 0

4/(m+4)+(-1*(3*m+4))/(m^2+4*m)+5/m = 0

m^2+4*m = 0

m^2+4*m = 0

m*(m+4) = 0

m+4 = 0 // - 4

m = -4

m*(m+4) = 0

4/(m+4)+(-1*(3*m+4))/(m*(m+4))+5/m = 0

(4*m)/(m*(m+4))+(-1*(3*m+4))/(m*(m+4))+(5*(m+4))/(m*(m+4)) = 0

5*(m+4)-1*(3*m+4)+4*m = 0

m+5*m-4+20 = 0

6*m+16 = 0

(6*m+16)/(m*(m+4)) = 0

(6*m+16)/(m*(m+4)) = 0 // * m*(m+4)

6*m+16 = 0

6*m+16 = 0 // - 16

6*m = -16 // : 6

m = -16/6

m = -8/3

m = -8/3

See similar equations:

| 0.12x=20.00 | | 1/4=(1/4)h+4 | | 5n^2-7n= | | 6-2x+12=3x+4 | | -3/8h=12 | | 4x+14y=-68 | | 012x=12.00 | | x-2/4=x/2 | | 6-2(3x-3)=6 | | 20=b/17 | | 25a^2-20a^3= | | -x+1=2x+10 | | -x+29=2x+14 | | 7t/-1 | | (-10)+(-18)+5-(-6)= | | 1.4*0-1.3y=-6.3 | | 4x^2+4=9 | | dx+b=8(x-d) | | x^2+24x+23= | | y+1/5 | | 1.54=3F | | 5x/x+1=8-5/x+1 | | 13-5(4x-6)=-2 | | .3(x+3)=5 | | 4q(7q+6)+q(7q+3)= | | 1.54=f(3) | | (k+1)/2+(k+3)/4=-2 | | [(4q+5)+p][(4q+5)-p]=0 | | [(4q+5)+p][(4q+5)-p]= | | 9w+3=12-27 | | -4/3k=5 | | 2x+6/7 |

Equations solver categories