Question 17

The score for a risk of Probability 6 and Severity 2 is 12.

To calculate the risk score, one must multiply the Probability by the Severity. In this case, 6 (Probability) multiplied by 2 (Severity) equals 12.

A) 8

Option A is incorrect because a score of 8 does not result from the multiplication of the given Probability and Severity. Specifically, 6 multiplied by 2 equals 12, not 8.

B) 4

Option B is also incorrect. A score of 4 cannot be derived from the provided Probability and Severity values, as the calculation shows that 6 multiplied by 2 results in 12, not 4.

C) 12

Option C is correct because it accurately reflects the calculation of the risk score. The formula for determining the risk score is to multiply the Probability (6) by the Severity (2), which yields a score of 12.

D) 3

Option D is incorrect. A score of 3 does not align with the calculation required for this question. The multiplication of the Probability and Severity yields 12, making 3 an invalid option.

Conclusion

The correct answer is option C, as it provides the accurate risk score derived from the multiplication of Probability and Severity. All other options fail because they do not reflect the correct mathematical outcome of the given values. Understanding how to calculate risk scores is essential for effective risk management.