2500x+1800y=250000

Simple and best practice solution for 2500x+1800y=250000 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 2500x+1800y=250000 equation:


Simplifying
2500x + 1800y = 250000

Solving
2500x + 1800y = 250000

Solving for variable 'x'.

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

Add '-1800y' to each side of the equation.
2500x + 1800y + -1800y = 250000 + -1800y

Combine like terms: 1800y + -1800y = 0
2500x + 0 = 250000 + -1800y
2500x = 250000 + -1800y

Divide each side by '2500'.
x = 100 + -0.72y

Simplifying
x = 100 + -0.72y

See similar equations:

| 3/x-5=10/x-2 | | 20x-15y+12=0 | | 5x-14+90=180 | | 2(a-3)-4(5-a)=4 | | 5.8=x-3.7 | | 189=10m-1 | | 8x+-3= | | a+4b=34 | | 8x+4y=250 | | 3x/x=9 | | (2/3h^2)^4 | | 5-(x+4)=2y+20 | | 2lny-ln(x+y)=lny | | 12x-22=7+38 | | -40=w/-4 | | 12.2x+12.3+7.1=-2.2x+93.9-0.5x | | X(-6)=36 | | 20=q/-5 | | y=-x-16 | | 8k^2+32=32k | | 1/6y=5/34 | | 20=9/-5 | | 42=w/-3 | | 3((sin)x)=4((cos)x) | | 2sin^2(5x)=0 | | 3sinx=4cosx | | 5.89=2f-1.51 | | Loge(15)=4-8x | | 5d+6=8d+2 | | (X-8)x=128 | | b/4-2=2.4 | | d/8=72 |

Equations solver categories