Solve for n (n+5)/-16=1

Math
n+5-16=1
Multiply both sides of the equation by -16.
-16⋅n+5-16=-16⋅1
Simplify both sides of the equation.
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Simplify -16⋅n+5-16.
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Cancel the common factor of 16.
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Factor 16 out of -16.
16(-1)⋅n+5-16=-16⋅1
Factor 16 out of -16.
16⋅-1⋅n+516⋅-1=-16⋅1
Cancel the common factor.
16⋅-1⋅n+516⋅-1=-16⋅1
Rewrite the expression.
-1⋅n+5-1=-16⋅1
-1⋅n+5-1=-16⋅1
Simplify the expression.
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Move the negative one from the denominator of n+5-1.
-1⋅(-1⋅(n+5))=-16⋅1
Rewrite -1⋅(n+5) as -(n+5).
-1⋅(-(n+5))=-16⋅1
-1⋅(-(n+5))=-16⋅1
Apply the distributive property.
-1⋅(-n-1⋅5)=-16⋅1
Multiply -1 by 5.
-1⋅(-n-5)=-16⋅1
Apply the distributive property.
-1(-n)-1⋅-5=-16⋅1
Multiply -1(-n).
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Multiply -1 by -1.
1n-1⋅-5=-16⋅1
Multiply n by 1.
n-1⋅-5=-16⋅1
n-1⋅-5=-16⋅1
Multiply -1 by -5.
n+5=-16⋅1
n+5=-16⋅1
Multiply -16 by 1.
n+5=-16
n+5=-16
Move all terms not containing n to the right side of the equation.
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Subtract 5 from both sides of the equation.
n=-16-5
Subtract 5 from -16.
n=-21
n=-21
Solve for n (n+5)/-16=1

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