Let's analyze the word "striped" to find out how many such pairs of letters it contains.
Step 1: Understanding the Problem
The question asks: "how many such pairs of letters are there in the word striped?" Usually, in such problems, "pairs of letters" can mean:
- Pairs of letters that are the same (repeated letters),
- Pairs of letters that are adjacent,
- Or pairs of letters that satisfy a particular condition (like alphabetical order, etc.).
Since the question is not fully specific, I'll consider the most common interpretation: pairs of letters that are the same (i.e., repeated letters).
Step 2: Analyze the word "striped"
The word is:
s t r i p e d Letters: s, t, r, i, p, e, d
- Are there any repeated letters?
No, each letter appears only once.
Step 3: Conclusion
- Number of pairs of letters that are the same: 0
- Number of adjacent pairs (just pairs of letters next to each other):
There are 6 pairs (s-t, t-r, r-i, i-p, p-e, e-d), but since the question likely refers to repeated or special pairs, this might not be what is asked.
Final answer:
There are no pairs of letters that are the same in the word "striped". If you meant something else by "such pairs," please clarify!