Question

Which of the following statements about the table of random digits are true?

Select all true statements.
Each pair of digits has chance 1/100 of being 00.
The digits 00000 are just as likely to appear as the digits 42895.
The digits 12345 can never appear as a group because this pattern is not random.
If the first four digits of a row are 3333, there will be no more 3s on that row.
There are exactly four 4s in each row of 40 digits.

Answer 1

The true statements about the table of random digits are: Each pair of digits has a chance of 1/100 of being 00. The digits 00000 are just as likely to appear as the digits 42895. If the first four digits of a row are 3333, there will be no more 3s on that row. There are exactly four 4s in each row of 40 digits.

Step-by-step explanation:

The true statements about the table of random digits are:

1. Each pair of digits has a chance of 1/100 of being 00.
2. The digits 00000 are just as likely to appear as the digits 42895.
3. If the first four digits of a row are 3333, there will be no more 3s on that row.
4. There are exactly four 4s in each row of 40 digits.

These statements are based on the properties of random numbers and the distribution of digits in the table.