Identify whether the given pair consists of equal or equivalent but not equal sets or none:
A = set of letters of the word 'FLOWER'
B = set of letters of the word ' FOLLOWER'

Answer

To determine whether the sets A and B are equal, equivalent but not equal, or neither, we will follow these steps:

### Step 1: Identify the elements of Set A
Set A is defined as the set of letters in the word "FLOWER".
- The letters in "FLOWER" are: F, L, O, W, E, R.
- Therefore, Set A = {F, L, O, W, E, R}.

### Step 2: Identify the elements of Set B
Set B is defined as the set of letters in the word "FOLLOWER".
- The letters in "FOLLOWER" are: F, O, L, L, O, W, E, R.
- When we write this as a set, we only include distinct letters, so we take each letter only once.
- Therefore, Set B = {F, O, L, W, E, R}.

### Step 3: Compare the two sets
Now we will compare Set A and Set B:
- Set A = {F, L, O, W, E, R}
- Set B = {F, O, L, W, E, R}

### Step 4: Determine if the sets are equal
Two sets are equal if they contain exactly the same elements.
- In this case, both sets contain the same elements: F, L, O, W, E, R.

### Conclusion
Since both sets A and B contain the same elements, we conclude that:
- Set A = Set B
- Therefore, the sets are equal.

### Final Answer
Sets A and B are equal.

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