Use the distributive property to remove the parentheses. \( -6(-u-w+6) \)

To apply the distributive property, we'll multiply \(-6\) by each term inside the parentheses. So, we have: \(-6 \cdot -u = 6u\) \(-6 \cdot -w = 6w\) \(-6 \cdot 6 = -36\) Putting it all together, we get: \(6u + 6w - 36\) That results in the expression without parentheses! Fun fact: this property is like having a magic wand that lets you spread a number across terms, simplifying your life! And here’s a neat tidbit: the distributive property is used not only in algebra but also in everyday activities like calculating discounts while shopping. For instance, if you see something with a sale tag, you can quickly calculate the price after discount by distributing the percentage over the total price!