5/6=N/(N+1)

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Solution for 5/6=N/(N+1) equation: 


D( N )

N+1 = 0

N+1 = 0

N+1 = 0

N+1 = 0 // - 1

N = -1

N in (-oo:-1) U (-1:+oo)

5/6 = N/(N+1) // - N/(N+1)

5/6-(N/(N+1)) = 0

(-1*N)/(N+1)+5/6 = 0

(-1*6*N)/(6*(N+1))+(5*(N+1))/(6*(N+1)) = 0

5*(N+1)-1*6*N = 0

5-N = 0

(5-N)/(6*(N+1)) = 0

(5-N)/(6*(N+1)) = 0 // * 6*(N+1)

5-N = 0

5-N = 0 // - 5

-N = -5 // * -1

N = 5

N = 5

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