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Question
every day in the united states, millions of customers eat fast food. there are so many different types of numerical data and information that we can gather about fast food, lets take a look at the gathered data and then make decisions based on the evidence found.
| sandwiches | total fat (g) |
|---|---|
| cheeseburger | 12 |
| double cheeseburger | 23 |
| mcdouble | 19 |
| quarter pounder ® | 19 |
| quarter pounder ® with cheese | 26 |
| double quarter pounder ® with cheese | 42 |
| big mac ® | 29 |
| big n’ tasty ® | 24 |
| big n’ tasty ® with cheese | 28 |
| angus bacon & cheese | 39 |
| angus deluxe | 40 |
| angus mushroom & swiss | 18 |
| filet-o-fish ® | 16 |
| mcchicken ® | 26 |
| mcrib ® | 10 |
| premium grilled chicken classic sandwich | 20 |
| premium crispy chicken classic sandwich | 17 |
| premium grilled chicken club sandwich | 28 |
| premium crispy chicken club sandwich |
source: mcdonald’s usa
Since the problem is not clearly stated (e.g., what calculation or analysis is needed regarding the fast - food data), we can't provide a solution. Please clarify the question, such as asking for the mean of total fat, the sandwich with the maximum total fat, or some other analysis related to the given data.
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Since the problem is not clearly stated (e.g., what calculation or analysis is needed regarding the fast - food data), we can't provide a solution. Please clarify the question, such as asking for the mean of total fat, the sandwich with the maximum total fat, or some other analysis related to the given data.