Final answer:
Option b. (OTTF) accurately represents a true conditional statement.
Step-by-step explanation:
The given options represent sequences of truth values for the conditional statement. In a conditional statement of the form 'if p, then q', the truth value depends on the truth values of p and q. In this case, 'p' represents the hypothesis and 'q' represents the conclusion.
In option b. (OTTF), the truth value is true because p (the hypothesis) is true and q (the conclusion) is also true. Option c. (OTFF) has a false truth value because p (the hypothesis) is true but q (the conclusion) is false. Option d. (OFFT) also has a false truth value because p (the hypothesis) is false.
Therefore, the correct answer is option b. (OTTF) as it accurately represents a true conditional statement.