Step 1: Understanding the Concept:
This is a reading comprehension question that requires interpreting the meaning of a given quote. The quote draws a distinction between "probabilities" and "causality" in the context of a changing world.
Step 2: Detailed Explanation:
Let's break down the quote:
"probabilities encode our beliefs about a static world...": This part suggests that probability theory, on its own, is best suited for describing situations that are not changing. It deals with correlations and likelihoods within a fixed system.
"...causality tells us whether and how probabilities change when the world changes...": This part introduces causality as a more powerful concept. It explains the underlying mechanisms of change. It allows us to understand *why* things change and predict the *effects* of interventions or new circumstances.
Now let's evaluate the options based on this understanding:
(A) This is directly contradicted by the quote, which is explicitly about what happens "when the world changes."
(B) The quote states that probabilities are for a "static world," implying they are insufficient for predicting changes. Causality is needed for that.
(C) This option is an example of prediction. The quote suggests that predictions based purely on data (probabilities) about how things will change are limited. Causality is needed for a more robust prediction. Thus, the quote does not support this claim.
(D) This is the core message of the quote. By explaining *how* and *why* probabilities change, causality provides a deeper understanding of dynamic systems. This allows for more accurate and reliable predictions in a changing world, making it a better tool for prediction than probabilities alone.
Step 3: Final Answer:
The quote implies that understanding causality is superior to relying on static probabilities for making predictions about a changing world. Therefore, option (D) is the correct inference.