Solve for B
B=-\frac{424180}{PS}
S\neq 0\text{ and }P\neq 0
Solve for P
P=-\frac{424180}{BS}
S\neq 0\text{ and }B\neq 0
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2PBS=\left(125-633\right)\times \left(3834-2164\right)
Multiply both sides of the equation by 2.
2PBS=\left(-508\right)\times \left(3834-2164\right)
Subtract 633 from 125 to get -508.
2PBS=\left(-508\right)\times 1670
Subtract 2164 from 3834 to get 1670.
2PSB=-848360
The equation is in standard form.
\frac{2PSB}{2PS}=-\frac{848360}{2PS}
Divide both sides by 2PS.
B=-\frac{848360}{2PS}
Dividing by 2PS undoes the multiplication by 2PS.
B=-\frac{424180}{PS}
Divide -848360 by 2PS.
2PBS=\left(125-633\right)\times \left(3834-2164\right)
Multiply both sides of the equation by 2.
2PBS=\left(-508\right)\times \left(3834-2164\right)
Subtract 633 from 125 to get -508.
2PBS=\left(-508\right)\times 1670
Subtract 2164 from 3834 to get 1670.
2BSP=-848360
The equation is in standard form.
\frac{2BSP}{2BS}=-\frac{848360}{2BS}
Divide both sides by 2BS.
P=-\frac{848360}{2BS}
Dividing by 2BS undoes the multiplication by 2BS.
P=-\frac{424180}{BS}
Divide -848360 by 2BS.
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