How many unique numbers are contained in the random number table in D3665?

• A. 5,000
• B. 10,000
• C. 15,000
• D. 20,000

Answer: (B)

The correct choice indicates that there are 10,000 unique numbers contained in the random number table in D3665. This number is significant as it represents a range that is commonly used in statistical sampling and testing scenarios.

Random number tables are typically structured to provide a wide array of unique numbers. In this case, having 10,000 unique numbers suggests a sufficient variety for generating random samples or conducting analyses that require randomness. This count facilitates rigorous testing and ensures that the resulting data can be used effectively for statistical evaluation, modeling, or simulations.

Moreover, the selection of numbers in the table allows for ease of access when conducting operations that demand randomness. Each unique number can be paired with specific variables or elements in a project, making this dataset a robust tool in scenarios where randomization is key to maintaining the integrity of an experimental design.

The other options reflect higher counts, which could imply a larger scope depending on the context. However, the answer of 10,000 is particularly relevant as it strikes an optimal balance between uniqueness and manageability, making it a standard choice in many applications, particularly in fields such as statistics, research, and quality control.