# Solve for s 1/4*(60+16s)=15+4s

14⋅(60+16s)=15+4s
Simplify 14⋅(60+16s).
Apply the distributive property.
14⋅60+14(16s)=15+4s
Cancel the common factor of 4.
Factor 4 out of 60.
14⋅(4(15))+14(16s)=15+4s
Cancel the common factor.
14⋅(4⋅15)+14(16s)=15+4s
Rewrite the expression.
15+14(16s)=15+4s
15+14(16s)=15+4s
Cancel the common factor of 4.
Factor 4 out of 16s.
15+14(4(4s))=15+4s
Cancel the common factor.
15+14(4(4s))=15+4s
Rewrite the expression.
15+4s=15+4s
15+4s=15+4s
15+4s=15+4s
Move all terms containing s to the left side of the equation.
Subtract 4s from both sides of the equation.
15+4s-4s=15
Combine the opposite terms in 15+4s-4s.
Subtract 4s from 4s.
15+0=15
15=15
15=15
15=15
Since 15=15, the equation will always be true for any value of s.
All real numbers
The result can be shown in multiple forms.
All real numbers
Interval Notation:
(-∞,∞)
Solve for s 1/4*(60+16s)=15+4s

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