Absolutely, let's break down the equation [tex]\(6x - 4 = 22\)[/tex] using the given vocabulary: "less than," "is," and "product."
We start by interpreting the individual components:
- The term [tex]\(6x\)[/tex] represents "the product of six and [tex]\(x\)[/tex]."
- The "-4" can be interpreted as "four less."
- The "= 22" translates to "is twenty-two."
Now, putting it all together, we need to describe the equation in words. Using the given vocabulary, the most appropriate phrasing would be:
"Four less than the product of six and [tex]\(x\)[/tex] is twenty-two."
So, the filled sentence in the answer should be:
4 less than the product of six and [tex]\(x\)[/tex] is twenty-two.
