123+1234p+(126p+123)=999

Simple and best practice solution for 123+1234p+(126p+123)=999 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 123+1234p+(126p+123)=999 equation:


Simplifying
123 + 1234p + (126p + 123) = 999

Reorder the terms:
123 + 1234p + (123 + 126p) = 999

Remove parenthesis around (123 + 126p)
123 + 1234p + 123 + 126p = 999

Reorder the terms:
123 + 123 + 1234p + 126p = 999

Combine like terms: 123 + 123 = 246
246 + 1234p + 126p = 999

Combine like terms: 1234p + 126p = 1360p
246 + 1360p = 999

Solving
246 + 1360p = 999

Solving for variable 'p'.

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

Add '-246' to each side of the equation.
246 + -246 + 1360p = 999 + -246

Combine like terms: 246 + -246 = 0
0 + 1360p = 999 + -246
1360p = 999 + -246

Combine like terms: 999 + -246 = 753
1360p = 753

Divide each side by '1360'.
p = 0.5536764706

Simplifying
p = 0.5536764706

See similar equations:

| 10x-205=56plusx | | 11-19m=-16-16 | | 123+1234p+(69p+8)=999 | | 3y=4 | | P=3x+y | | 10x-205=56x | | 60X+600=Y | | x^2+13x-y=0 | | 15x+12+16x-14=36 | | 2x^6-11x^2=3x^4-6 | | 30x^2-29x-7=0 | | 2*(sinx)*cosx-sinx=0 | | 10r^2=24+22r | | 6x+13=8x-8 | | 2y+(-9)=-17 | | 2*x^2+3*x=-1 | | 3/r+9/r-3 | | x^2+7x-15=-7 | | 8n(8n-8)=0 | | 4x^2-12x+24=0 | | 9*x^2-1=5 | | 4x^2+8x+10=0 | | 3z+(-4)=-1 | | y+1*2y= | | 30=w(w+3) | | y+1/2y=6/7 | | w*w+3=30 | | 3c-7=5 | | 2*x*(x-1)=3 | | 2+2x=2.25 | | -5x(2x+1)=-1.11(3x-25) | | -9x-29=-12x+34 |

Equations solver categories