0 L & > 3 of dolla 105 or graduates of a small priv 110 115 120 125 Type your answers to each of the following, including labels for the question parts. A. Mean B. Standard deviation (show computations and give value)

MATLAB: An Introduction with Applications
6th Edition
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Author:Amos Gilat
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## Task Instructions for Statistical Analysis

### Instructions
Type your answers to each of the following, including labels for the question parts:

#### A. Mean
Calculate the mean of the dataset provided.

#### B. Standard Deviation (Show computations and give value)
Calculate the standard deviation of the dataset provided. Clearly show your computations and provide the final value.

### Dataset Explanation

The dataset is visualized in a dot plot format. The values are displayed along the vertical axis, with each dot representing an occurrence of that value. The horizontal position of the dots stacks them to show frequency.

#### Data Values
- **50 (2 occurrences)**
- **55 (3 occurrences)**
- **60 (4 occurrences)**
- **65 (5 occurrences)**
- **70 (6 occurrences)**
- **75 (7 occurrences)**
- **80 (8 occurrences)**
- **85 (9 occurrences)**
- **90 (10 occurrences)**
- **95 (9 occurrences)**
- **100 (8 occurrences)**
- **105 (7 occurrences)**
- **110 (6 occurrences)**
- **115 (5 occurrences)**
- **120 (4 occurrences)**
- **125 (2 occurrences)**

To summarize:
- The dataset includes values ranging from 50 to 125.
- The frequency distribution peaks at the value of 90 with 10 occurrences.

Use the listed values and their frequencies to compute the mean and standard deviation. Ensure to detail each step of your calculations for clarity and validation purposes.
Transcribed Image Text:## Task Instructions for Statistical Analysis ### Instructions Type your answers to each of the following, including labels for the question parts: #### A. Mean Calculate the mean of the dataset provided. #### B. Standard Deviation (Show computations and give value) Calculate the standard deviation of the dataset provided. Clearly show your computations and provide the final value. ### Dataset Explanation The dataset is visualized in a dot plot format. The values are displayed along the vertical axis, with each dot representing an occurrence of that value. The horizontal position of the dots stacks them to show frequency. #### Data Values - **50 (2 occurrences)** - **55 (3 occurrences)** - **60 (4 occurrences)** - **65 (5 occurrences)** - **70 (6 occurrences)** - **75 (7 occurrences)** - **80 (8 occurrences)** - **85 (9 occurrences)** - **90 (10 occurrences)** - **95 (9 occurrences)** - **100 (8 occurrences)** - **105 (7 occurrences)** - **110 (6 occurrences)** - **115 (5 occurrences)** - **120 (4 occurrences)** - **125 (2 occurrences)** To summarize: - The dataset includes values ranging from 50 to 125. - The frequency distribution peaks at the value of 90 with 10 occurrences. Use the listed values and their frequencies to compute the mean and standard deviation. Ensure to detail each step of your calculations for clarity and validation purposes.
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