Unique Permutations worksheet for finding meaningful words from given letters.

It looks like you've uploaded an image of a worksheet titled "Unique Permutations", which asks students to find the number of unique words (meaningful and non-repetitive) that can be made from the letters in each given word. The goal is to determine how many distinct permutations (arrangements) of the letters form real English words.

However, since I cannot view or process images directly, I need you to provide the text content of the worksheet or describe the words listed.

But based on your description, here’s what the task likely involves:

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🎯 Task:

For each of the following words, determine how many unique, meaningful (real) English words can be formed using all or some of the letters in the original word. Typically, this means forming anagrams — rearranging the letters to make new valid words.

The key is:
- Use only the letters in the original word.
- You may use some or all of the letters (unless specified otherwise).
- Words must be valid English words.
- Count unique words only (no duplicates).
- Often, such problems expect words with at least 2 letters.

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🔍 Example:

Let’s take one word as an example: "COCOON"

Letters: C, O, C, O, O, N
We want to find how many distinct, meaningful words can be formed using these letters.

Some possible words:
- COCO
- COON
- CON
- COO
- ON
- NO
- OC (not a word)
- CO (a word? Sometimes used as abbreviation, but not standard)
- COCOA? → Needs A → Not possible
- COCONUT? → Needs U,T → Not possible

So valid words might include:
- CO
- ON
- NO
- COO
- CON
- COCO
- COON
- COCOON

Wait — COCOON itself is a word.

So list of valid words:
1. CO
2. ON
3. NO
4. COO
5. CON
6. COCO
7. COON
8. COCOON

(Also possibly: OON? No. COC? Not a word.)

So maybe 8 unique meaningful words.

But note: This depends on dictionary rules. Some may consider "CO" informal.

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Since I don’t have the actual image, I can't solve it directly. But if you provide the list of words from the worksheet, I can help you:

1. List all possible real English words that can be formed.
2. Count them.
3. Explain the reasoning.

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✔ Please reply with:

> Here are the words from the worksheet:
> 1) PERMUTATION
> 2) LIGHT
> ... etc.

Then I’ll solve each one step by step.

Alternatively, if you're looking for a general method to solve such puzzles, I can explain that too!