`{:(A , B , C , D , E , F , G , H , I , J , K , L , M , N , O , P , Q , R ,S , T ,U , V , W ,X , Y , Z), (1 ,2 , 3 , 4 ,5, 6 , 7,8,9,10 , 11 , 12, 13, 14, 15 , 16 , 17 , 18 , 19, 20 , 21 ,22 , 23 , 24 , 25 , 26):}`
KMF: LLH :: RMS: ?

Options

A. SLR
B. SLU
C. SSU
D. SUS

Explanation

To solve the analogy KMF: LLH :: RMS: ?, we will analyze the first pair (KMF and LLH) to determine the pattern and then apply the same pattern to the second pair (RMS).

### Step 1: Analyze the first pair (KMF and LLH)

1. **Identify the letters and their positions:**
- K = 11
- M = 13
- F = 6

- L = 12
- L = 12
- H = 8

2. **Determine the transformations:**
- From K (11) to L (12): **+1**
- From M (13) to L (12): **-1**
- From F (6) to H (8): **+2**

### Step 2: Apply the same transformations to the second pair (RMS)

1. **Identify the letters and their positions:**
- R = 18
- M = 13
- S = 19

2. **Apply the transformations:**
- From R (18) to the next letter: **+1** → R (18) + 1 = **S (19)**
- From M (13) to the previous letter: **-1** → M (13) - 1 = **L (12)**
- From S (19) to the letter two steps ahead: **+2** → S (19) + 2 = **U (21)**

### Step 3: Combine the results

Combining the results from the transformations, we get:
- R → S
- M → L
- S → U

Thus, the answer to the analogy RMS: ? is **SLU**.

### Final Answer:
**SLU**

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