## Simplifying the Expression: (5p^3 - 3) + (2p^2 - 3p^3)

In mathematics, simplifying an expression means rewriting it in a way that is easier to understand and work with. Let's break down the process of simplifying the expression **(5p^3 - 3) + (2p^2 - 3p^3)**.

### 1. Identify Like Terms

**Like terms**are terms that have the same variable and exponent. For example, 5p^3 and -3p^3 are like terms because they both have the variable 'p' raised to the power of 3.

In our expression, we have the following like terms:

**5p^3**and**-3p^3**

### 2. Combine Like Terms

- To combine like terms, simply add or subtract their coefficients.

**5p^3 - 3p^3 = 2p^3**

- Remember that the terms
**-3**and**2p^2**are not like terms and cannot be combined.

### 3. The Simplified Expression

Therefore, the simplified expression is:

**2p^3 + 2p^2 - 3**

This expression is now in its simplest form as we have combined all like terms.