AB:EF :: ?

Options

A. CD:GH
B. OP:QR
C. WX:ZY
D. RT:SP

Answer

To solve the analogy AB:EF :: ?, we need to identify the pattern in the given pairs of letters and then apply that pattern to find the missing pair.

### Step-by-Step Solution:

1. **Identify the Pattern in the Given Pair:**
- The first pair is AB, which consists of the letters A and B.
- The second pair is EF, which consists of the letters E and F.
- Notice that AB consists of two consecutive letters in the alphabet and so does EF.

2. **Determine the Position of the Letters:**
- A is the 1st letter of the alphabet.
- B is the 2nd letter of the alphabet.
- E is the 5th letter of the alphabet.
- F is the 6th letter of the alphabet.
- The pattern shows that both pairs consist of two consecutive letters.

3. **Find the Next Pair:**
- Following the same pattern, we need to find another pair of consecutive letters.
- The next set of consecutive letters after EF would be GH (G is the 7th letter and H is the 8th letter).

4. **Check the Options:**
- We need to check the options provided to see if GH is one of them.
- The options given were:
- A) CD
- B) OP
- C) WX
- D) RT
- None of these options represent the consecutive letters G and H.

5. **Conclusion:**
- Since we have established that the pattern is based on pairs of consecutive letters, and we found that the next pair should be GH, we conclude that the correct answer is not among the provided options.

### Final Answer:
The answer to the analogy AB:EF is GH.