1150=ST(.55(.5625)-.25(.750))

Simple and best practice solution for 1150=ST(.55(.5625)-.25(.750)) 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 1150=ST(.55(.5625)-.25(.750)) equation: 


Simplifying
1150 = ST(0.55(0.5625) + -0.25(0.750))

Multiply 0.55 * 0.5625
1150 = ST(0.309375 + -0.25(0.750))

Multiply -0.25 * 0.750
1150 = ST(0.309375 + -0.1875)

Combine like terms: 0.309375 + -0.1875 = 0.121875
1150 = ST(0.121875)

Reorder the terms for easier multiplication:
1150 = 0.121875ST

Solving
1150 = 0.121875ST

Solving for variable 'S'.

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

Add '-0.121875ST' to each side of the equation.
1150 + -0.121875ST = 0.121875ST + -0.121875ST

Combine like terms: 0.121875ST + -0.121875ST = 0.000000
1150 + -0.121875ST = 0.000000

Add '-1150' to each side of the equation.
1150 + -1150 + -0.121875ST = 0.000000 + -1150

Combine like terms: 1150 + -1150 = 0
0 + -0.121875ST = 0.000000 + -1150
-0.121875ST = 0.000000 + -1150

Combine like terms: 0.000000 + -1150 = -1150
-0.121875ST = -1150

Divide each side by '-0.121875T'.
S = 9435.897436T-1

Simplifying
S = 9435.897436T-1

See similar equations:

| 32+4x=180 | | 5t+15-9= | | 8x=1600 | | S+(35+0.22)+(s-0.12)=4.6 | | 3(3x-1)-3(5x-4)=4 | | -48-12x=336 | | .75m+3=12 | | .66x=4.5 | | s+(3x+0.22)+(s-0.12)=4.6 | | 98-7x=29x+18 | | s+2.5s+20s=48 | | 15x-10=6x-(x+2) | | -2-(3-4p)= | | .5d-3=8 | | 6-10x=58-37x | | 2x+12=.8x | | x/138=16/96 | | 45/315=x/168 | | 24=.707(D)(8) | | -4-2x=6-5x+2 | | 4x+8=104-10x | | 6.4/3.2=16.8/8.4 | | 2.5/10=5/20 | | 2x-10+x=180 | | 12/9=36/27 | | 4x=4.5 | | 20x+350+50x-220=290 | | 9x-22=10x-32 | | 9m+2=-6m+7 | | 3/9=9/22 | | -30c-6=-9c-3 | | X+(3x+6)=98 |

Equations solver categories