Question Type:
Inference (which logically follows from the information)
Stimulus Breakdown:
If people have to sort their recycling, they'll just throw more into the trash, resulting in more recyclables ending up in the landfill.
And if the sorting requirement is NOT implemented, then the sanitation dept. will exceed its budget.
Answer Anticipation:
Since Inference questions test our ability to combine multiple facts in order to derive some other truth (usually through Conditional, Causal, or Quantitative language), we should think about how the Causal chain in the first two sentences interacts with the Conditional in the third sentence.
It looks like they start with opposite triggers:
"if people have to sort -> more R's in trash -> more R's in landfill",
and
"if people don't have to sort, sanitation dept will exceed its budget".
Whenever we have multiple conditionals, we need to see if they chain together (often, contraposing one is needed to see the chain). Indeed, we could say
"if SD doesn't exceed budget -> ppl ARE required to sort -> more R's in trash/landfill".
Correct Answer:
D
Answer Choice Analysis:
(A) Too Specific: "most". We have no idea if 51% vs. 49% will recycle.
(B) Too Strong: "all". We have no way to guarantee that ALL people act in a certain fashion.
(C) Unknown Comparison: We have no way to compare the yearly cost of sending trash to the landfill with that of sorting R's.
(D) Yes! If the SD stays within budget, we know that the sorting requirement was implemented, which means that more R's will end up in the landfill.
(E) Illegal negation of "if we DON'T do sorting, they WON'T stay in budget".
Takeaway/Pattern: Almost all correct answers to Inference questions combine multiple facts to arrive at the answer choice. This one happened to combine all the facts, but there's no obligation for it to do so. Make sure you noticed the Causal wording like "this will result in" and the Conditional wording like "If, then" and "unless".
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