Question - Determining the Truth Value of a Compound Statement Involving Cones

To determine the truth value of the compound statement, we must evaluate the truth of each individual statement first and then apply the logical 'or' connector (which corresponds to the word 'atau' in the provided question).

Statement p: "A cone has one vertex." This statement is true since by definition, a cone has a single vertex where all lines from its surface meet.

Statement q: "The volume of a cone is \( \frac{1}{3}\pi r^2 h \)". This statement is also true as it is the standard formula for the volume of a cone.

Since both statements p and q are true, the compound statement "p or q" is also true because in logical 'or' (disjunction), the compound statement is true if at least one of the individual statements is true. Therefore, the truth value of the compound statement is true.