125(y+22)=139(2y-6)

Simple and best practice solution for 125(y+22)=139(2y-6) 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 125(y+22)=139(2y-6) equation:


Simplifying
125(y + 22) = 139(2y + -6)

Reorder the terms:
125(22 + y) = 139(2y + -6)
(22 * 125 + y * 125) = 139(2y + -6)
(2750 + 125y) = 139(2y + -6)

Reorder the terms:
2750 + 125y = 139(-6 + 2y)
2750 + 125y = (-6 * 139 + 2y * 139)
2750 + 125y = (-834 + 278y)

Solving
2750 + 125y = -834 + 278y

Solving for variable 'y'.

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

Add '-278y' to each side of the equation.
2750 + 125y + -278y = -834 + 278y + -278y

Combine like terms: 125y + -278y = -153y
2750 + -153y = -834 + 278y + -278y

Combine like terms: 278y + -278y = 0
2750 + -153y = -834 + 0
2750 + -153y = -834

Add '-2750' to each side of the equation.
2750 + -2750 + -153y = -834 + -2750

Combine like terms: 2750 + -2750 = 0
0 + -153y = -834 + -2750
-153y = -834 + -2750

Combine like terms: -834 + -2750 = -3584
-153y = -3584

Divide each side by '-153'.
y = 23.4248366

Simplifying
y = 23.4248366

See similar equations:

| 3[5z-7]-2[9z-11]=4[8z-13]-17 | | 3x^2-17x-30=0 | | 2x+9=3x+14 | | 3x^4=372 | | 3x^4=3772 | | 3x^7+4=92 | | 5x-5=15.5 | | c(x)=25.00-0.09x | | 8a+32=93.6 | | sqrt(2x)+sqrt(x)=30 | | 25.4=d+(15.3) | | 40x+15y=92 | | 39.7+b+330.1=165.288 | | 3+8b=-4.2 | | 29=6c-4 | | 3n=n+26+12 | | 4-6c=29 | | 3[t-3]=5[2t+1] | | 2x+0y+3=0 | | 10x=8x+46 | | 6c-4=29 | | 3e-7=9.5 | | -1.4b+10=-4.2 | | 6p=4.2 | | (X+4)=20 | | 9mn-m+m+m-n-n= | | x^3+21x^2+x+2i=0 | | -9x+7xy-xy+2x-8y= | | 16d+4=8d+60 | | 4sin^2x=0 | | 7x-6=18+15x | | ab*(ab-5ba)= |

Equations solver categories