To expand \(-14(6x + 4)\), you need to distribute \(-14\) to both terms inside the parentheses:
\[ -14(6x) + (-14)(4) \]
Calculating each term gives:
\[ -14 \cdot 6x = -84x \] \[ -14 \cdot 4 = -56 \]
Now, putting it all together, we have:
\[ -84x - 56 \]
So, the expanded form of \(-14(6x + 4)\) is:
\[ -84x - 56 \]