To use the distributive property when solving tricky linear equations, you have to break down expressions that have parentheses. Here’s how to do it:

1. Find Parentheses: Look for any parts of the equation where something is multiplied by a group of things added or subtracted.

2. Use the Distributive Property: This means you multiply what’s outside the parentheses by each part inside. For example, in $3(x + 2)$, you would do $3 \times x$ and $3 \times 2$, which gives you $3x + 6$.

3. Combine Like Terms: After you distribute, make the equation simpler by adding or subtracting similar terms.

4. Solve for the Variable: Once the equation is simpler, focus on getting the variable (like $x$) alone by reversing any operations like adding or multiplying.

5. Check Your Work: Always put your answer back into the original equation to see if it works.

Following these steps makes understanding tough equations a lot easier!