Final answer:
The conditional statement 'I can't sleep if I'm not tired' has the hypothesis 'I'm not tired' and the conclusion 'I can't sleep'. This represents a cause-and-effect relationship commonly used in logic and is symbolically written as 'If P, then Q'.
Step-by-step explanation:
The question involves analyzing a conditional statement to identify its hypothesis and conclusion. The conditional statement given is "I can’t sleep if I’m not tired." The hypothesis is the part that follows the word "if" and sets up a condition; in this case, it is "I’m not tired." The conclusion is what results from the hypothesis; here, it is "I can’t sleep." This structure forms a cause-and-effect relationship between the two parts of the sentence. In logic, such a statement is referred to as a conditional, which can be symbolically written as "If P, then Q." In this instance, P is the hypothesis (I’m not tired) and Q is the conclusion (I can’t sleep).