by ohthatpatrick Mon Nov 30, 2015 3:58 pm
PHENOMENON: This year, significantly fewer highway fatalities than last year
AUTHOR'S EXPLANATION: The speed limit reduction led to the fewer fatalities
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There are two pressure points for an LSAT explanation:
1. Plausibility of the Author's Explanation
2. Alternative explanations for the same evidence
(C) was almost a #1. Had it said "the author assumes a relation between speed limit and the number of highway fatalities", it would be correct.
The more common direction for LSAT to go is consider alternative explanations for the same evidence.
Why ELSE could it be that were there fewer highway fatalities this year, compared to last year?
If we negated (A), it would say "highway traffic has increased". Is that an alternative explanation for "fewer fatalities"?
Doesn't sound very common sense to me. If anything, I would think that more traffic last year would lead to MORE, not fewer, fatalities.
So negating (A) does not turn into an objection.
Negating (E) turns into an alternate explanation.
Last year's highway fatality figure was abnormally high, so even if we had done nothing with speed limits, we would have expected this year's number to be lower.
One night, Kobe Bryant scored 81 points in a basketball game (though his average is about 30 points per game). If he scored 30 points the following night, we could say that he scored fewer points than he did the previous game.
Say he wore a new pair of shoes for the 30 point game. Would we say, "Ah, clearly wearing a new pair of shoes can decrease how many points Kobe scores"?
We could, but we could also just say "the new shoes didn't do anything wrong. This is an average, normal game. It's the 81 point game that needs an explanation. THIS game doesn't need one."
That's the way that (E) is hurting the argument. You wouldn't give new speed limits "causal credit" if the fatality number came back to average.
(In statistics, this is called a natural "regression to the mean")
After an outlier data point, you're going to naturally see subsequent data points that are closer to the average. This drift doesn't need an explanation beyond the law of averages.