# Solve for W 60=5/12*(Wn)

60=512⋅(Wn)
Rewrite the equation as 512⋅(Wn)=60.
512⋅(Wn)=60
Multiply both sides of the equation by 125.
125⋅512⋅(Wn)=125⋅60
Simplify both sides of the equation.
Simplify 125⋅512⋅(Wn).
Cancel the common factor of 12.
Cancel the common factor.
125⋅512⋅(Wn)=125⋅60
Rewrite the expression.
15⋅5⋅(Wn)=125⋅60
15⋅5⋅(Wn)=125⋅60
Cancel the common factor of 5.
Cancel the common factor.
15⋅5⋅(Wn)=125⋅60
Rewrite the expression.
1⋅(Wn)=125⋅60
1⋅(Wn)=125⋅60
Multiply Wn by 1.
Wn=125⋅60
Wn=125⋅60
Simplify 125⋅60.
Cancel the common factor of 5.
Factor 5 out of 60.
Wn=125⋅(5(12))
Cancel the common factor.
Wn=125⋅(5⋅12)
Rewrite the expression.
Wn=12⋅12
Wn=12⋅12
Multiply 12 by 12.
Wn=144
Wn=144
Wn=144
Divide each term by n and simplify.
Divide each term in Wn=144 by n.
Wnn=144n
Cancel the common factor of n.
Cancel the common factor.
Wnn=144n
Divide W by 1.
W=144n
W=144n
W=144n
Solve for W 60=5/12*(Wn)

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