To solve and simplify the expression $4(8a - 6)$, follow these steps:

Step 1: Distribute the $4$ across the terms inside the parentheses.

This involves multiplying $4$ by each term in $(8a - 6)$:

$4 \cdot 8a = 32a$ $4 \cdot (-6) = -24$

Step 2: Combine the results.

The expression becomes:

$32a - 24$

Final Answer:

The simplified expression is:

$32a - 24$

---

Do you want me to explain this in more detail or go over other similar examples?

Here are 5 related questions for practice:

1. Simplify $5(7b + 3)$.
2. Expand and simplify $3(6x - 4)$.
3. Solve and simplify $2(10c + 5)$.
4. Expand $-7(2m - 9)$.
5. Simplify $8(4y - 2) + 3$.

Tip: Always distribute the multiplier to each term inside the parentheses, being careful with signs!