Prescriptive analytics focuses on questions such as what is likely to happen, what are the likely trends, and what are the results if certain events occur. Prescriptive analytics is more strategic than descriptive analytics, which focuses on operational information. (select all that apply)

Question

BlackTom AI · Accepted Answer

When evaluating the statements about analytics, it helps to separate the different analytics types and their typical focus areas.
Option 1: 'Neither statement is true.' This would be claimed if both prescriptive analytics were incorrectly described and the contrast with descriptive analytics was wrong. However, the description in the first sentence resembles predictive analytics more than prescriptive analytics, because it centers on what is likely to happen and trends rather than on recommendations for actions. Therefore, saying neither statement is true is incorrect.
Option 2: 'The first statement is true.' The first statement says prescriptive analytics focuses on what is likely to happen, likely trends, and results of events. In practice, these questions align more closely with predictive analytics (forecasting outcomes and trends) rather than prescriptive analytics, which adds recommended actions and their potential impacts. Hence this option mischaracterizes prescriptive analytics.
Option 3: 'The second statement is true.' The second statement asserts that prescriptive analytics is more strategic than descriptive analytics, which focuses on operational information. Descriptive analytics summarizes past data and current operations (operational information), while prescriptive analytics aims to guide future decisions with recommended actions, making it more strategic. This correctly captures the typical distinction between prescriptive and descriptive analytics.
Putting it together, only the third option is accurately describing the relationship between prescriptive and descriptive analytics, which means the correct interpretation is that the second statement is true. The first statement mislabels prescriptive analytics, and the fourth option (not present here) would be irrelevant since the provided options cover these three statements.

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