No Roman numeral can be repeated more than ____ times.

Options

A. two
B. three
C. four
D. none of these

Answer

To solve the question "No Roman numeral can be repeated more than ____ times," we will analyze the Roman numeral system and the rules regarding the repetition of numerals.

### Step-by-Step Solution:

1. **Identify Roman Numerals**:
The basic Roman numerals are:
- I (1)
- V (5)
- X (10)
- L (50)
- C (100)
- D (500)
- M (1000)

2. **Understand Repetition Rules**:
- Some Roman numerals can be repeated, while others cannot.
- The numerals that cannot be repeated are V, L, and D. These can only appear once in any numeral.

3. **Identify Repeating Numerals**:
- The numerals that can be repeated are I, X, C, and M.
- However, these can only be repeated a maximum of three times.

4. **Examples of Repetition**:
- For example, to represent the number 30, we can write it as XXX (X + X + X).
- To represent the number 40, we cannot write it as XXXX (which would be incorrect). Instead, we write it as XL (50 - 10).

5. **Conclusion**:
- Based on the rules, the maximum number of times a Roman numeral can be repeated is 3.
- Therefore, the answer to the question is that no Roman numeral can be repeated more than **3 times**.

### Final Answer:
No Roman numeral can be repeated more than **3 times**.