Solve for x
x=\frac{1055y}{428}+\frac{303}{214}
Solve for y
y=\frac{428x-606}{1055}
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785x-1055y-357x=606
Subtract 357x from both sides.
428x-1055y=606
Combine 785x and -357x to get 428x.
428x=606+1055y
Add 1055y to both sides.
428x=1055y+606
The equation is in standard form.
\frac{428x}{428}=\frac{1055y+606}{428}
Divide both sides by 428.
x=\frac{1055y+606}{428}
Dividing by 428 undoes the multiplication by 428.
x=\frac{1055y}{428}+\frac{303}{214}
Divide 606+1055y by 428.
-1055y=357x+606-785x
Subtract 785x from both sides.
-1055y=-428x+606
Combine 357x and -785x to get -428x.
-1055y=606-428x
The equation is in standard form.
\frac{-1055y}{-1055}=\frac{606-428x}{-1055}
Divide both sides by -1055.
y=\frac{606-428x}{-1055}
Dividing by -1055 undoes the multiplication by -1055.
y=\frac{428x-606}{1055}
Divide -428x+606 by -1055.
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