## Simplifying the Expression (7-4n)•6

This article will guide you through simplifying the expression **(7-4n)•6**.

### Understanding the Expression

The expression **(7-4n)•6** involves:

**Parentheses:**These indicate that the operation inside the parentheses must be performed first.**Multiplication:**The symbol "•" represents multiplication.

### Applying the Distributive Property

The distributive property states that multiplying a sum by a number is the same as multiplying each term of the sum by that number.

In our case, we can apply this property to simplify the expression:

**(7-4n)•6 = (7 * 6) + (-4n * 6)**

### Simplifying the Expression

Now, we can perform the multiplications:

**(7 * 6) + (-4n * 6) = 42 - 24n**

### Final Result

Therefore, the simplified expression of **(7-4n)•6** is **42 - 24n**.

This simplified form represents the same value as the original expression but is easier to understand and work with.