Final answer:
With only the terms 3, 5, 6 provided and no additional context or discernible patterns, the next numbers in the sequence cannot be definitively determined. A clear sequence rule is needed to identify what comes after 6 in the list.
Step-by-step explanation:
The sequence provided, which is 3, 5, 6, ... does not appear to follow a clear pattern with the given terms alone. To determine what numbers come next, we typically look for a recognizable sequence rule, such as an arithmetic progression, a geometric progression, or a pattern in the differences between terms. Without additional context or more terms, the next numbers in the sequence cannot be definitively determined.
When facing sequence puzzles, it's crucial to look for patterns or rules that apply to the numbers provided. For example, rules might involve adding a constant number, multiplying by a factor, alternating operations, or more complex mathematical functions. Sometimes, sequences can relate to real-world applications such as probabilities or significant figures in measurements.
In the given information, references are made to card probabilities, significant digit rules in numbers, and sequences of increasing or repeating digits. However, these references do not provide a clear linkage to the initial sequence question. As a result, without additional information or a discernible pattern, we're unable to ascertain what the next numbers in the sequence are.