x+(0.04x)=1998

Simple and best practice solution for x+(0.04x)=1998 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 x+(0.04x)=1998 equation: 


Simplifying
x + (0.04x) = 1998

Combine like terms: x + (0.04x) = 1.04x
1.04x = 1998

Solving
1.04x = 1998

Solving for variable 'x'.

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

Divide each side by '1.04'.
x = 1921.153846

Simplifying
x = 1921.153846

See similar equations:

| -4(x+6)=-3-4x | | X-3*9=18*10 | | x+(0.04*x)=2000 | | 4x+8=360 | | 2(4y-2)=28 | | -3x-2y+5-[-x+x(2-x)]= | | x(160)=128 | | 4y=-7+3y | | p-20.20=.208p | | x^-2y^(3/4)•3x^-1y^(-5/4) | | Log4x^2=log(9x/2) | | 12y+4=18y | | X^-2y(3/4)•3x^-1y(-5/4) | | -2(x+3)-x=-x+4(x+2) | | p-5=.5p | | n^3-7n-20=0 | | -5x+2+2X+4=ax+b | | 2x=6x+28 | | (2x^2-1)/(8x) | | X-54/60=5/12 | | 2log^2x-log^2*9=0 | | 17x-4x=36 | | -3(4p+2)-2(5-11p)=3(9+3p) | | x^2-2xy+y^2=x+2 | | -3(X-3)-1=ax+b | | 4x-13+4=-3x+2 | | 2log^2x-log^29=0 | | 2log^2x-log^29=012 | | (6-x/x)=10 | | 2-7x+3+4x=ax+b | | F(x)=3x-7x-5f(-2) | | g(-1)=x-(2x)*2 |

Equations solver categories