7600=(-x1)+(-x100)+((x-)+(-x1)

Simple and best practice solution for 7600=(-x1)+(-x100)+((x-)+(-x1) 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 7600=(-x1)+(-x100)+((x-)+(-x1) equation: 



7600=(-x1)+(-x100)+((x-)+(-x1)

We move all terms to the left:

7600-((-x1)+(-x100)+((x-)+(-x1))=0

We add all the numbers together, and all the variables

-((-1x)+(-1x^100)+((+x)+(-1x))+7600=0

We do not support expression: x^100

See similar equations:

| 3+(x+4)=18+x | | (180-28)/30=x | | -60=u+-30 | | -47=w-62 | | -x^2+5x=14 | | -4(x-2)=8(x+6) | | 7*9+5+48+x=100 | | (5x100000)+(1x10000)+(6x1000)+(4x100)+(1x1)= | | j+3=71 | | x÷9=(x+12)÷10 | | 14x-26=6x-74 | | |2x-14|=|9x+14| | | 4x+20=4(3x+3) | | m+4/m=12/5 | | 8+x÷-4=5 | | 144x-120=18x+12 | | c+36=-56 | | -x2+5x=14 | | 8^x=52 | | x^2-6x=84 | | 273=-1E-05x+0,0053 | | y=-1E-05273+0,0053 | | 1/3x+x=32/3 | | y=-1E-05*273+0,0053 | | 4n-4=3n+7 | | x+4/3+1/3x=32/3 | | |A(x+3)(x^2+3)|=|x^2+15| | | 10^(2x+4)=100 | | |A(x+3)(x^2+3)|=x^2+15 | | 20x+25=25 | | x2=27-6x | | A(x+3)(x^2+3)=x^2+15 |

Equations solver categories