Continued from the previous question. The number of trips each week that take between 70 and 82 minutes is:

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We need to restate the question and options to ground the analysis: The question asks, 'Continued from the previous question. The number of trips each week that take between 70 and 82 minutes is:' and the options are a) 32, b) 163, c) 4, d) 127.

Option a: 32. This value is quite small relative to weekly trip counts and the specified 70–82 minute window. If the data from the prior context showed a distribution with a substantial number of trips in that 70–82 minute range, 32 would likely be an underestimate. The number seems inconsistent with a typical weekly count unless the dataset is exceptionally sparse in that interval.

Option b: 163. This option matches the given correct answer in the provided data. Interpreting this as the weekly count of trips falling within 70–82 minutes, 163 represents a plausible, nontrivial portion of a weekly total, suggesting the 70–82 minute window contains a meaningful share of trips in the dataset. If the prior question established a distribution with a notable concentration in that interval, 163 would be a consistent figure.

Option c: 4. A value as small as 4 would indicate an extremely rare occurrence of trips in the 70–82 minute range. Unless the dataset was almost entirely outside that interval, such a tiny count would be unlikely and would imply a highly skewed distribution with virtually no trips in that window, which would be unusual for a typical transportation dataset.

Option d: 127. This option is somewhat plausible, but it differs from the stated correct figure. If one expects a higher count than 4 or 32 but somewhat less than 163, 127 could be reasonable; however, given the provided verification that the answer is 163, this choice would be considered incorrect. The discrepancy could come from different binning, overlapping intervals, or misreading the range, but the key point is that 127 does not match the established correct value.

In summary, each option reflects a different potential weekly count for trips within the 70–82 minute range, with a range from very small (4) to a middle value (32 or 127) to the higher, correct value (163). The reasoning for preferring 163 hinges on the prior data context showing a nontrivial share of trips in that interval, making it the appropriate weekly count in that scenario. If the dataset originally had 163 trips in that window, the other numbers would fail to align with the observed distribution patterns described earlier.

Continued from the previous question. The number of trips each week that take between 70 and 82 minutes is:

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Continued from the previous question. The number of trips each week that take between 70 and 82 minutes is:

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