367s+1500=16600

Simple and best practice solution for 367s+1500=16600 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 367s+1500=16600 equation:


Simplifying
367s + 1500 = 16600

Reorder the terms:
1500 + 367s = 16600

Solving
1500 + 367s = 16600

Solving for variable 's'.

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

Add '-1500' to each side of the equation.
1500 + -1500 + 367s = 16600 + -1500

Combine like terms: 1500 + -1500 = 0
0 + 367s = 16600 + -1500
367s = 16600 + -1500

Combine like terms: 16600 + -1500 = 15100
367s = 15100

Divide each side by '367'.
s = 41.14441417

Simplifying
s = 41.14441417

See similar equations:

| 0.25x-17.5=5 | | 57=3u | | (4x-3)-3x+5=-5x-16 | | 5x+2x=9x | | 2x+3=-25 | | 3b^2-5b=0 | | -x-5(4x)=-x-60 | | 4x+31=99 | | 5(b+10)=100 | | 12n(2n-5)= | | -5(-x)+x=x-25 | | 16-z=-3 | | 16z=-3 | | 3x-5(20-x)= | | 7(b+21)=100 | | 5x+2(3x-11)=44 | | 5-7m+8m=11 | | r^2+20r-78=0 | | (3n+2)(n-1)=0 | | 5y-1+y+12=6y+20-3y | | 5x-5x=-12+4 | | 17=-4x+37 | | If(x)=x^2-8x+12 | | (x+2)(x+3)=84 | | -3=-10+b/9 | | 5w-4w+3=7-4 | | 8(x+16)=100 | | (8*x-4)*2=90 | | 2-3sinx=3cosx | | -18x+3=105 | | f(x)=2xsinx | | w^2-7w+0=0 |

Equations solver categories