**Histogram Analysis**The histogram displayed represents the frequency of data points within specific ranges. The horizontal axis (x-axis) is labeled as "data," dividing into intervals of 2 units each, starting from 1 and ending at 13. The vertical axis (y-axis) is labeled "Frequency," ranging from 0 to 10.Here is a detailed breakdown of the histogram:- The first bar spans the interval [1, 3) and reaches up to 9 on the frequency axis, indicating there are 9 data points within this range.- The second bar represents the interval [3, 5), reaching up to a frequency of 5.- The third bar spans the interval [5, 7), with a frequency of 4.- The fourth bar covers the interval [7, 9) and shows a frequency of 6.- The fifth (and final) bar spans the interval [9, 11) and [11, 13) with a frequency of 8.**Question from the Histogram**Based on the histogram above, what is the frequency of the class containing the value 4?*Answer Box:* [ ]*Note:* The class containing the value 4 is the interval [3, 5). ### Data Analysis of Organic Snack Sugar Content**Objective**:Data was collected for a sample of organic snacks to analyze the amount of sugar contained in each snack. The amount of sugar (in mg) is summarized in the histogram below.#### Histogram Explanation:The histogram displays the frequency distribution of the sugar content in the organic snacks. The x-axis represents the amount of sugar (in milligrams), while the y-axis represents the frequency, or the number of snacks that contain a specific amount of sugar. - **X-Axis (Amount of Sugar in mg)**: - The sugar content is grouped into intervals: 100-110 mg, 110-120 mg, 120-130 mg, 130-140 mg, 140-150 mg, 150-160 mg, and 160-170 mg.- **Y-Axis (Frequency)**: - The number of snacks in each sugar content interval is counted and represented as bars of varying heights.#### Analysis:From the histogram, we observe the following:- The bar representing the 120-130 mg sugar interval has the highest frequency, reaching approximately 10 snacks.- The sugar intervals 140-150 mg and 130-140 mg also have relatively high frequencies.- There are fewer snacks with sugar content intervals of 100-110 mg, 150-160 mg, and 160-170 mg.#### Question:Which statement best describes the meaning of one of the bars in the histogram?1. 125 snacks have between 120 and 130 mg of sugar.2. 10 snacks have about 125 mg of sugar.3. The largest number of snacks have 11 mg of sugar.4. 125 snacks have 10 mg of sugar.**Correct Answer:**2. **10 snacks have about 125 mg of sugar.**This is the most accurate statement as the highest bar on the histogram (corresponding to the 120-130 mg interval) represents approximately 10 snacks.

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Description: **Histogram Analysis**The histogram displayed represents the frequency of data points within specific ranges. The horizontal axis (x-axis) is labeled as "data," dividing into intervals of 2 units each, starting from 1 and ending at 13. The vertical

We have to find answers from histogram...

Answered: 10+ 8. 5 7 data 11 13 Based on the…

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10+ 8. 5 7 data 11 13 Based on the histogram above, what is the frequency of the class containing the value 4 Frequency 2.

MATLAB: An Introduction with Applications

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ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

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Topic Video

Question

**Histogram Analysis**

The histogram displayed represents the frequency of data points within specific ranges. The horizontal axis (x-axis) is labeled as "data," dividing into intervals of 2 units each, starting from 1 and ending at 13. The vertical axis (y-axis) is labeled "Frequency," ranging from 0 to 10.

Here is a detailed breakdown of the histogram:

- The first bar spans the interval [1, 3) and reaches up to 9 on the frequency axis, indicating there are 9 data points within this range.
- The second bar represents the interval [3, 5), reaching up to a frequency of 5.
- The third bar spans the interval [5, 7), with a frequency of 4.
- The fourth bar covers the interval [7, 9) and shows a frequency of 6.
- The fifth (and final) bar spans the interval [9, 11) and [11, 13) with a frequency of 8.

**Question from the Histogram**

Based on the histogram above, what is the frequency of the class containing the value 4?

*Answer Box:* [ ]

*Note:* The class containing the value 4 is the interval [3, 5).

### Data Analysis of Organic Snack Sugar Content

**Objective**:

Data was collected for a sample of organic snacks to analyze the amount of sugar contained in each snack. The amount of sugar (in mg) is summarized in the histogram below.

#### Histogram Explanation:

The histogram displays the frequency distribution of the sugar content in the organic snacks. The x-axis represents the amount of sugar (in milligrams), while the y-axis represents the frequency, or the number of snacks that contain a specific amount of sugar.

- **X-Axis (Amount of Sugar in mg)**:
- The sugar content is grouped into intervals: 100-110 mg, 110-120 mg, 120-130 mg, 130-140 mg, 140-150 mg, 150-160 mg, and 160-170 mg.
- **Y-Axis (Frequency)**:
- The number of snacks in each sugar content interval is counted and represented as bars of varying heights.

#### Analysis:

From the histogram, we observe the following:

- The bar representing the 120-130 mg sugar interval has the highest frequency, reaching approximately 10 snacks.
- The sugar intervals 140-150 mg and 130-140 mg also have relatively high frequencies.
- There are fewer snacks with sugar content intervals of 100-110 mg, 150-160 mg, and 160-170 mg.

#### Question:

Which statement best describes the meaning of one of the bars in the histogram?

1. 125 snacks have between 120 and 130 mg of sugar.
2. 10 snacks have about 125 mg of sugar.
3. The largest number of snacks have 11 mg of sugar.
4. 125 snacks have 10 mg of sugar.

**Correct Answer:**

2. **10 snacks have about 125 mg of sugar.**

This is the most accurate statement as the highest bar on the histogram (corresponding to the 120-130 mg interval) represents approximately 10 snacks.

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