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How do you 5*n/(n+1) in partial fractions?

An expression to simplify:

The solution

You have entered [src]
 5*n 
-----
n + 1
$$\frac{5 n}{n + 1}$$
(5*n)/(n + 1)
Fraction decomposition [src]
5 - 5/(1 + n)
$$5 - \frac{5}{n + 1}$$
      5  
5 - -----
    1 + n
Numerical answer [src]
5.0*n/(1.0 + n)
5.0*n/(1.0 + n)
Common denominator [src]
      5  
5 - -----
    1 + n
$$5 - \frac{5}{n + 1}$$
5 - 5/(1 + n)