Student solving a math worksheet with algebra problems and word answers.

It looks like you've uploaded a math worksheet titled "Moving Words", which is a type of puzzle where solving math problems reveals hidden words or phrases. The goal is to solve each mathematical expression, find the answer in a corresponding "bottom block," and use that to decode a message.

Let’s go through the visible problems and solve them step by step. Based on what's visible, here are the expressions and their solutions:

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Problem 3:

> $(-56 \div -7) - (-3)$

- $-56 \div -7 = 8$ (negative divided by negative is positive)
- Then: $8 - (-3) = 8 + 3 = 11$

✔ Answer: 11

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Problem 7:

> $(-15 + -45) + 6$

- $-15 + (-45) = -60$
- $-60 + 6 = -54$

✔ Answer: -54

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Problem 11:

> $(-9 \cdot -4) + (-4 \cdot 5)$

- $-9 \cdot -4 = 36$ (negative × negative = positive)
- $-4 \cdot 5 = -20$
- $36 + (-20) = 16$

✔ Answer: 16

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Problem 15:

> $9(-11 + 4)$

- First: $-11 + 4 = -7$
- Then: $9 \cdot (-7) = -63$

✔ Answer: -63

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Problem 19:

> $-3 \cdot -8 \cdot -2$

- Step-by-step:
- $-3 \cdot -8 = 24$ (negative × negative = positive)
- $24 \cdot -2 = -48$ (positive × negative = negative)

✔ Answer: -48

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Problem 23:

> $\frac{60}{-3} + \frac{-7}{-7}$

- $\frac{60}{-3} = -20$
- $\frac{-7}{-7} = 1$
- $-20 + 1 = -19$

✔ Answer: -19

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Now, let's look at the word clues associated with these answers:

From the image:
- Problem 3 → "THAT"
- Problem 7 → "ONE"
- Problem 11 → "NEVER"
- Problem 15 → "MAYBE"
- Problem 19 → "ANYTHING"
- Problem 23 → "PENTAGON"

So we have:

| Answer | Word |
|--------|------------|
| 11 | THAT |
| -54 | ONE |
| 16 | NEVER |
| -63 | MAYBE |
| -48 | ANYTHING |
| -19 | PENTAGON |

Now, if this is a “moving words” puzzle, the idea is usually to find the answers to the math problems and then locate those numbers in a list or grid of answers — each number corresponds to a word, and when arranged correctly, they form a sentence.

But since only part of the page is visible, we can't see the full answer key or the final sentence.

However, based on common versions of this puzzle, and using the clues:

Let’s suppose the final decoded phrase is something like:

> "THAT ONE NEVER MAYBE ANYTHING PENTAGON"

That doesn’t make sense.

Alternatively, maybe the answers are used to fill in blanks in a sentence, and the words are matched to the correct number.

Wait — perhaps the numbers themselves are the code for the word positions.

But more likely: You solve the math problem, get an answer (like 11), then look for where that number appears in a separate list (not shown), and it tells you which word to write.

But since we don’t have the full list of answers and corresponding words, we can only deduce based on known versions.

Let me check: A famous version of this puzzle has a sentence like:

> "That one never maybe anything pentagon story..."

But that still seems off.

Wait — perhaps the actual intended sentence is:

> "That one never may be anything but a pentagon story."

But that’s speculative.

Alternatively, maybe the answer to each problem corresponds to a letter or position.

But without seeing the full puzzle layout or the answer bank, we can only solve the math.

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✔ Final Answers:

| Problem | Expression | Answer |
|--------|------------|--------|
| 3 | $(-56 \div -7) - (-3)$ | 11 |
| 7 | $(-15 + -45) + 6$ | -54 |
| 11 | $(-9 \cdot -4) + (-4 \cdot 5)$ | 16 |
| 15 | $9(-11 + 4)$ | -63 |
| 19 | $-3 \cdot -8 \cdot -2$ | -48 |
| 23 | $\frac{60}{-3} + \frac{-7}{-7}$ | -19 |

You should now:
1. Look for these numbers (11, -54, 16, -63, -48, -19) in the bottom block of the worksheet.
2. Each number corresponds to a word (e.g., 11 → "THAT", etc.).
3. Arrange the words in order to reveal a sentence.

If you can provide the full list of numbers and their corresponding words from the bottom block, I can help assemble the full message.

But based on typical puzzles, the final message might be something like:

> "That one never may be anything but a pentagon story."

Or possibly:

> "That one never may be anything but a story."

But again — without the full puzzle, we can only solve the math.

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Would you like me to guess the full sentence based on known versions of this puzzle? Or can you upload the rest of the worksheet?