25=n(a+1)fora

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Solution for 25=n(a+1)fora equation:


Simplifying
25 = n(a + 1) * fora

Reorder the terms:
25 = n(1 + a) * fora

Reorder the terms for easier multiplication:
25 = n * afor(1 + a)

Multiply n * afor
25 = afnor(1 + a)
25 = (1 * afnor + a * afnor)
25 = (1afnor + a2fnor)

Solving
25 = 1afnor + a2fnor

Solving for variable 'a'.

Reorder the terms:
25 + -1afnor + -1a2fnor = 1afnor + -1afnor + a2fnor + -1a2fnor

Combine like terms: 1afnor + -1afnor = 0
25 + -1afnor + -1a2fnor = 0 + a2fnor + -1a2fnor
25 + -1afnor + -1a2fnor = a2fnor + -1a2fnor

Combine like terms: a2fnor + -1a2fnor = 0
25 + -1afnor + -1a2fnor = 0

The solution to this equation could not be determined.

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