## Simplifying (n+2)/n

In mathematics, simplifying expressions is a crucial step in solving equations and understanding relationships. One common expression that students encounter is (n+2)/n. Let's break down how to simplify this expression.

### Understanding the Expression

The expression (n+2)/n represents a fraction where:

**n+2**is the numerator: This represents the sum of a variable 'n' and the constant 2.**n**is the denominator: This represents a variable 'n'.

### Simplifying the Expression

The expression (n+2)/n can't be simplified directly because the numerator and denominator don't share any common factors. However, we can rewrite it in a slightly different form:

**(n+2)/n = n/n + 2/n**

Now, we can simplify further:

**n/n = 1**(Any number divided by itself is 1).**2/n**remains as is, as 'n' is the denominator and cannot be simplified further.

Therefore, the simplified form of (n+2)/n is:

**1 + 2/n**

### Conclusion

Simplifying expressions is a fundamental skill in mathematics. While (n+2)/n cannot be simplified directly, by rewriting it and applying basic arithmetic rules, we can arrive at a simplified form: 1 + 2/n. This simplified form can be easier to work with and understand in various mathematical contexts.