## The whole is greater than

### the sum of its parts

the sum of its parts. This is a common phrase used in mathematics to describe the concept of a whole being larger or more significant than the individual components that make it up.

In simple terms, this phrase means that when you combine several smaller quantities or elements, the resulting total is larger or more valuable than any of the individual parts on their own.

For example, let’s say you are given the individual values of 3, 4, and 5. If you add these numbers together, you get a total of 12. In this case, the whole (12) is greater than the sum of its parts (3 + 4 + 5 = 12).

This concept also applies to various other mathematical operations such as multiplication and exponentiation. When you multiply or raise numbers to a power, the resulting value is often larger than any of the individual factors or bases.

It is important to understand this concept in mathematics as it helps in solving problems involving combining or manipulating quantities. It also emphasizes the idea that the whole is composed of individual parts that contribute to its overall value or significance.

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