111 131 147 151 151 182 182 190 197 201 209 234 286 294 295 310 319 342 353 377 377 439

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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A) 5 number summary B) find lower and upper fence
Below is the transcription of the numbers as they appear in the image. These numbers can often be used in educational contexts such as mathematics for demonstrating patterns, arithmetic progression, and data analysis.

```
111   131   147   151   151   182

182   190   197   201   209   234

286   294   295   310   319   342

353   377   377   439
```

There are no graphs or diagrams associated with this content; the image is simply a collection of series numbers arranged in rows. This layout can be used for various educational purposes like teaching sequencing, number patterns, and more advanced mathematical concepts depending on the context in which they are applied. 

For example, certain numbers are repeated (e.g., '151' and '377'), which can be used to explain concepts of frequency or repetition in data sets. Additionally, looking at increments between these numbers could help illustrate arithmetic series and sequences.
Transcribed Image Text:Below is the transcription of the numbers as they appear in the image. These numbers can often be used in educational contexts such as mathematics for demonstrating patterns, arithmetic progression, and data analysis. ``` 111 131 147 151 151 182 182 190 197 201 209 234 286 294 295 310 319 342 353 377 377 439 ``` There are no graphs or diagrams associated with this content; the image is simply a collection of series numbers arranged in rows. This layout can be used for various educational purposes like teaching sequencing, number patterns, and more advanced mathematical concepts depending on the context in which they are applied. For example, certain numbers are repeated (e.g., '151' and '377'), which can be used to explain concepts of frequency or repetition in data sets. Additionally, looking at increments between these numbers could help illustrate arithmetic series and sequences.
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