To make algebra easier, we need to break down algebraic expressions into their parts. A part, called a term, can include numbers, letters, or both. Terms are split by plus (+) or minus (-) signs. For example, in the expression (3x + 2y - 5), the separate terms are (3x), (2y), and (-5).

How to Find the Terms:

1. Look for the Signs: Start by finding the + and - signs. These signs show where the terms are separated.

2. Find Coefficients and Variables:

   • Coefficient: This is the number in front of a letter. For example, in (3x), (3) is the coefficient.
   • Variable: This is the letter that stands for an unknown number, like (x) or (y).

3. Group Similar Terms:

   • Similar terms have the same letter and power.
   • For example, (5x) and (3x) are similar because they both have (x), but (5x) and (2y) are not similar because they have different letters.

How to Simplify:

• Combine Similar Terms: If you have similar terms, add the numbers together. For example, (3x + 2x = 5x).

• Use the Distributive Property: This helps to simplify expressions like (2(x + 3)). It means you multiply everything inside the parentheses, so (2(x + 3) = 2x + 6).

By understanding these steps, you'll find it much easier to work with algebraic expressions. This skill is a big help as you learn more math in the future!