(11/(6x+11))-(3/(15x+33))=0

Simple and best practice solution for (11/(6x+11))-(3/(15x+33))=0 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 (11/(6x+11))-(3/(15x+33))=0 equation:


D( x )

15*x+33 = 0

6*x+11 = 0

15*x+33 = 0

15*x+33 = 0

15*x+33 = 0 // - 33

15*x = -33 // : 15

x = -33/15

x = -11/5

6*x+11 = 0

6*x+11 = 0

6*x+11 = 0 // - 11

6*x = -11 // : 6

x = -11/6

x in (-oo:-11/5) U (-11/5:-11/6) U (-11/6:+oo)

11/(6*x+11)-(3/(15*x+33)) = 0

11/(6*x+11)-3*(15*x+33)^-1 = 0

11/(6*x+11)-3/(15*x+33) = 0

(11*(15*x+33))/((6*x+11)*(15*x+33))+(-3*(6*x+11))/((6*x+11)*(15*x+33)) = 0

11*(15*x+33)-3*(6*x+11) = 0

147*x+330 = 0

(147*x+330)/((6*x+11)*(15*x+33)) = 0

(147*x+330)/((6*x+11)*(15*x+33)) = 0 // * (6*x+11)*(15*x+33)

147*x+330 = 0

147*x+330 = 0 // - 330

147*x = -330 // : 147

x = -330/147

x = -110/49

x = -110/49

See similar equations:

| -2=7x+5 | | A/10=9/1 | | x^2+ln(x)+ln(3)=0 | | 5x^2+3x-6x^3+4x^2+2x^3-x+10=0 | | y*62=64 | | -12y=-3x+33 | | 48+2x=x^2 | | x+x+14=9x*-6 | | x+x+14=9*-6 | | 1+x=32 | | 5x-x^2-2=8 | | 2x^2-2=-3x | | 8r-23=-23+7r | | 12+9(18/3) | | X^2+9x+9=-9 | | -(r+1)=8 | | 4v+2=30 | | -5n+2=7 | | 15x*x-x-28=0 | | -4a+2=-26 | | 3a^2=8a+8 | | 4-(30x)=0,75 | | 5-2(6-d)=2(2d+6)+1 | | 3a^2=8a+a | | -1+4k=31 | | -(4+n)=4 | | r/2+2=5 | | 3k^2=8k+n | | 6n-7=52+n | | -22=2n | | 71+5(x+7)=x | | -50=-21-r |

Equations solver categories