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Question 404105: t=fm-gm solve for f
t=fm-gm solve for g
Answer by Algebra2you(12)   (Show Source):
You can put this solution on YOUR website! t=fm-gm solve for f
t=m(f-g) common factor is m, so factor it out
t/m=[m(f-g)]/m division property of equality
t/m=f-g simplify
+g +g addition property of equality
t/m+g=f simplify
so f=t/m+g
t=fm-gm solve for g
t=m(f-g) common factor is m, so factor it out
t/m=[m(f-g)]/m division property of equality
t/m=f-g simplify
-f -f subtraction property of equality
t/m-f=-g simplify
*-1 *-1 multiplication property of equality
-t/m+f=g simplify
so g=-t/m+f
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