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ehidna [41]
3 years ago
10

Assuming you want to arrive as close to the scheduled time as possible, from which airline should you buy your ticket? Justify y

our response by addressing both the measures of center and spread of the distributions.
Answer using this format:

I should choose [Airline P/Airline Q] because the distribution of flights for Airline P has a center
that is [greater than/about the same as/less than] the center of the distribution of flights of for
Airline Q, and the distribution of flights for Airline P has a spread that is [greater than/about the
same as/less than] the spread of the distribution for Airline Q.

Mathematics
1 answer:
blondinia [14]3 years ago
7 0

Answer:

"I should choose [Airline P] because the distribution of flights for Airline P has a center that is [about the same as] the center of the distribution of flights of for

Airline Q, and the distribution of flights for Airline P has a spread that is [less than] the spread of the distribution for Airline Q.

Step-by-step explanation:

A measure of center that can be used is median.

The median for Airline P is around 0. (Exactly at the scheduled time)

The median for Airline Q is also around 0.

The spread of the distribution for Airline P tend to be lesser than that of Airline Q, by mere looking at both plots for each visually.

Airline P spread = range = max - min = 25 -(-25) = 50

Airline Q spread = range = max - min = 60 -(-35) = 95

The Airline I would buy ticket from if I want to arrive at the scheduled time as much as possible would be the airline with a center of distribution of 0, and that which its spread of distribution is lesser.

Using the answer format given above: the answer would be:

"I should choose [Airline P] because the distribution of flights for Airline P has a center that is [about the same as] the center of the distribution of flights of for

Airline Q, and the distribution of flights for Airline P has a spread that is [less than] the spread of the distribution for Airline Q."

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