-23(9x-23)=4x-8(7x-54)

Simple and best practice solution for -23(9x-23)=4x-8(7x-54) 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 -23(9x-23)=4x-8(7x-54) equation:


Simplifying
-23(9x + -23) = 4x + -8(7x + -54)

Reorder the terms:
-23(-23 + 9x) = 4x + -8(7x + -54)
(-23 * -23 + 9x * -23) = 4x + -8(7x + -54)
(529 + -207x) = 4x + -8(7x + -54)

Reorder the terms:
529 + -207x = 4x + -8(-54 + 7x)
529 + -207x = 4x + (-54 * -8 + 7x * -8)
529 + -207x = 4x + (432 + -56x)

Reorder the terms:
529 + -207x = 432 + 4x + -56x

Combine like terms: 4x + -56x = -52x
529 + -207x = 432 + -52x

Solving
529 + -207x = 432 + -52x

Solving for variable 'x'.

Move all terms containing x to the left, all other terms to the right.

Add '52x' to each side of the equation.
529 + -207x + 52x = 432 + -52x + 52x

Combine like terms: -207x + 52x = -155x
529 + -155x = 432 + -52x + 52x

Combine like terms: -52x + 52x = 0
529 + -155x = 432 + 0
529 + -155x = 432

Add '-529' to each side of the equation.
529 + -529 + -155x = 432 + -529

Combine like terms: 529 + -529 = 0
0 + -155x = 432 + -529
-155x = 432 + -529

Combine like terms: 432 + -529 = -97
-155x = -97

Divide each side by '-155'.
x = 0.6258064516

Simplifying
x = 0.6258064516

See similar equations:

| -2x^2-7x=2 | | 6x^2+23x-6=-13 | | 12-2-6*y=30 | | -2x-7x=2 | | (5x-25)/(2x-3) | | -4(34x-23)=3x-48(4x-5) | | 3x+9y=3.5 | | 0.3x+2.5=3.7 | | (2m+3)m=1 | | X^5/2=5/2 | | 5/9h-3=2/9h | | 2u-16=4(u-5) | | -128+23x=75-16x | | 3x/5=1.14 | | n^2-11-60=0 | | 76-4(34x-23)=3x-4(24-54) | | 12n+2=-52 | | 4*1-3*1= | | 6-4(34x+23)=3x-4(24x-54) | | .5x+.6=.25 | | 2(2v+4)=170 | | 12=2x/-6 | | .5x+.06=.25 | | Y=-1.5(X+20)2 | | -3.6c=18whatisc | | 33+A= | | 14m=77 | | -250+14x=2x+266 | | 4x+9y=2.5 | | 15(t-2)+9t=6 | | Sin(2x)-(2)sin(x)=0 | | -6y+9x=8 |

Equations solver categories