It seems like you're asking for help with a truth table, but there's a bit of confusion in your query. Specifically, the statement "q, r, and 8" might have a typo or misunderstanding. Typically, truth tables involve logical propositions or statements represented by variables like p, q, r, and so on.

To clarify, truth tables are used to represent all possible truth values for a given set of logical statements. For a truth table with q and r, there are typically 4 combinations of truth values (True/False) for each. If you add a third statement (perhaps you meant another variable instead of "8"), there would be 8 combinations.

Could you clarify if you meant another variable instead of "8"? If so, I can proceed with generating a complete truth table.

Here’s an example of a truth table for q and r:

q	r
T	T
T	F
F	T
F	F

If you're looking to include a third variable (perhaps p), the table would look like this:

q	r	p
T	T	T
T	T	F
T	F	T
T	F	F
F	T	T
F	T	F
F	F	T
F	F	F

Let me know if you'd like me to continue or modify this based on your problem. Would you like me to add logical operations like conjunction (AND), disjunction (OR), etc.?

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Questions:

1. Do you need any specific logical operations in this truth table?
2. Did you mean to use a variable instead of "8"?
3. Are you interested in seeing truth tables for more complex statements, such as conditionals or biconditionals?
4. Would you like me to explain how each row in the table is derived?
5. Are you working with logical connectives like AND, OR, NOT?

Tip: When working with truth tables, always list all possible combinations of truth values for each statement to ensure completeness.