Here’s an easy way to simplify algebra expressions. Just follow these simple steps:

1. Find like terms: Look for terms that have the same letter and power. For example, in $3x + 5x$, both parts have the letter $x$.

2. Combine like terms: Add or subtract the numbers in front. So, $3x + 5x = 8x$.

3. Use the distributive property: If you see something like $2(3x + 4)$, you need to multiply everything inside the parentheses by $2$. This means you get $6x + 8$.

4. Keep it organized: Always arrange your expressions so that the powers of the variable go from highest to lowest.

That’s it! You’ll be simplifying expressions like a pro in no time!