+ 20 30 40 50 data 60 70 80 90 a. What quarter has the smallest spread of data? O Second Quarter O Fourth Quarter O Third Quarter First Quarter b. What is that spread? c. Find the Inter Quartile Range (IQR): d. Which interval has the most data in it? O 42 58 68 81 57 68 25 42

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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### Box Plot Analysis

#### Box Plot Description
The image features a box plot that visually represents the distribution of a data set. The plot includes a horizontal axis marked from 20 to 90, with the box extending approximately from 30 to 75. The whiskers stretch out from roughly 20 to 90, suggesting the range of the data.

#### Questions and Analysis

a. **What quarter has the smallest spread of data?**
   - Options:
     1. Second Quarter
     2. Fourth Quarter
     3. Third Quarter
     4. First Quarter

b. **What is that spread?**
   - An input box is provided for answering.

c. **Find the Inter Quartile Range (IQR):**
   - An input box is provided for calculating and entering the IQR.

d. **Which interval has the most data in it?**
   - Options:
     1. 42 - 58
     2. 68 - 81
     3. 57 - 68
     4. 25 - 42

This exercise helps students understand how to interpret and analyze box plots, focusing on data spread and identifying the quartile ranges.
Transcribed Image Text:### Box Plot Analysis #### Box Plot Description The image features a box plot that visually represents the distribution of a data set. The plot includes a horizontal axis marked from 20 to 90, with the box extending approximately from 30 to 75. The whiskers stretch out from roughly 20 to 90, suggesting the range of the data. #### Questions and Analysis a. **What quarter has the smallest spread of data?** - Options: 1. Second Quarter 2. Fourth Quarter 3. Third Quarter 4. First Quarter b. **What is that spread?** - An input box is provided for answering. c. **Find the Inter Quartile Range (IQR):** - An input box is provided for calculating and entering the IQR. d. **Which interval has the most data in it?** - Options: 1. 42 - 58 2. 68 - 81 3. 57 - 68 4. 25 - 42 This exercise helps students understand how to interpret and analyze box plots, focusing on data spread and identifying the quartile ranges.
The image contains a box plot and several questions related to it:

### Box Plot:
- The box plot is a visual representation of data distribution on a number line ranging from 20 to 90.
- It is divided into quarters using a box and whiskers:
  - The box spans from the first quartile (Q1) to the third quartile (Q3), encompassing the interquartile range (IQR).
  - The median is shown within the box.
  - The whiskers extend from the minimum data point to Q1 and from Q3 to the maximum data point.

### Questions:
**a. What quarter has the smallest spread of data?**
- Options:
  - Second Quarter
  - Fourth Quarter
  - Third Quarter
  - First Quarter

**b. What is that spread?**
- A blank space is provided for the answer.

**c. Find the Inter Quartile Range (IQR):**
- A blank space is provided for the answer.

**d. Which interval has the most data in it?**
- Options:
  - 42 - 58
  - 68 - 81
  - 57 - 68
  - 25 - 42
Transcribed Image Text:The image contains a box plot and several questions related to it: ### Box Plot: - The box plot is a visual representation of data distribution on a number line ranging from 20 to 90. - It is divided into quarters using a box and whiskers: - The box spans from the first quartile (Q1) to the third quartile (Q3), encompassing the interquartile range (IQR). - The median is shown within the box. - The whiskers extend from the minimum data point to Q1 and from Q3 to the maximum data point. ### Questions: **a. What quarter has the smallest spread of data?** - Options: - Second Quarter - Fourth Quarter - Third Quarter - First Quarter **b. What is that spread?** - A blank space is provided for the answer. **c. Find the Inter Quartile Range (IQR):** - A blank space is provided for the answer. **d. Which interval has the most data in it?** - Options: - 42 - 58 - 68 - 81 - 57 - 68 - 25 - 42
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