Please help I need in an hour **Scatterplot Correlation Matching Activity**In this educational exercise, you are tasked with matching correlation values, denoted as "r", to their corresponding scatterplots. The available correlation values are: 0.395, -0.995, 1, -0.78, and 0.78.**Instructions:**- Examine each scatterplot and determine the correlation value that best fits the pattern of data points.- Use the dropdown menus next to "Scatterplot 1" through "Scatterplot 5" to select the appropriate correlation value "r".**Scatterplot Details:**1. **Scatterplot 1:** - Displays a tight line of data points going upwards, indicating a strong positive linear relationship. 2. **Scatterplot 2:** - Features data points closely aligned in an upward linear pattern, suggesting a perfect positive correlation. 3. **Scatterplot 3:** - Contains a line of data points descending from left to right, showing a strong negative correlation nearing perfect alignment. 4. **Scatterplot 4:** - Shows scattered data points with no apparent trend or clear line, suggesting weak correlation. 5. **Scatterplot 5:** - Depicts data points aligned in a noticeable pattern but with less precision, indicating a moderate positive correlation.Your goal is to accurately match each scatterplot with its correlation coefficient based on the visual distribution of the points. **Scatterplot Correlation Activity**In this exercise, you are tasked with matching correlation values to their corresponding scatterplots. The given values of \( r \) (correlation coefficients) are as follows: 0.395, -0.995, -1, -0.78, and 0.78.### Instructions:1. **View the Scatterplots:** - On the right side of the screen, several scatterplots are displayed, each depicting a set of data points. - Scatterplots are numbered for easy reference: Scatterplot 2, Scatterplot 3, and Scatterplot 5.2. **Analyze the Scatterplots:** - **Scatterplot 2:** Displays a moderate amount of spread among the data points; check for any patterns that suggest positive or negative correlation. - **Scatterplot 3:** Shows a clearer linear arrangement of points, indicating a stronger correlation. - **Scatterplot 5:** Exhibits a more scattered and random distribution of points, suggesting lesser correlation.3. **Match Correlation Values to Scatterplots:** - Use the dropdown options to assign the correct correlation coefficient (\( r \)) to each scatterplot based on its visual representation.### Objective:Identify the linear relationship between the variables in each scatterplot by accurately matching the correlation coefficient. Consider the direction and strength of the relationship when evaluating each plot. A correlation of \( -1 \) or \( 1 \) indicates a perfect linear relationship, while values closer to 0 suggest weaker correlation.Expand each scatterplot for a detailed view to assist in your analysis, and compare patterns to theoretical expectations of how each correlation value should appear graphically.

The given correlations are 0.395, -0.995, -1, -0.78, and 0.78.

Match these values of r with the accompanying scatterplots: 0.395, -0.995, - 1, -0.78, and 0.78. W Click the icon to view the scatterplots. - X Scatterplots Match the values of r to the scatterplots. Scatterplot 1, r= Scatterplot 1 Scatterplot 2 Scat Scatterplot 2, r= 0- Scatterplot 3, r= Scatterplot 4, r= 54 Scatterplot 5, r= 24 -8- 0 020406 08 002 04 06 08 O 02 04 Scatterplot 4 Scatterplot 5 4- 24 02 04 06 08 O02 04 06 08

Match these values of r with the accompanying scatterplots: 0.395, -0.995, - 1, -0.78, and 0.78. W Click the icon to view the scatterplots. - X Scatterplots Match the values of r to the scatterplots. Scatterplot 1, r= Scatterplot 1 Scatterplot 2 Scat Scatterplot 2, r= 0- Scatterplot 3, r= Scatterplot 4, r= 54 Scatterplot 5, r= 24 -8- 0 020406 08 002 04 06 08 O 02 04 Scatterplot 4 Scatterplot 5 4- 24 02 04 06 08 O02 04 06 08

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Please help I need in an hour

**Scatterplot Correlation Matching Activity**

In this educational exercise, you are tasked with matching correlation values, denoted as "r", to their corresponding scatterplots. The available correlation values are: 0.395, -0.995, 1, -0.78, and 0.78.

**Instructions:**

- Examine each scatterplot and determine the correlation value that best fits the pattern of data points.
- Use the dropdown menus next to "Scatterplot 1" through "Scatterplot 5" to select the appropriate correlation value "r".

**Scatterplot Details:**

1. **Scatterplot 1:**
- Displays a tight line of data points going upwards, indicating a strong positive linear relationship.

2. **Scatterplot 2:**
- Features data points closely aligned in an upward linear pattern, suggesting a perfect positive correlation.

3. **Scatterplot 3:**
- Contains a line of data points descending from left to right, showing a strong negative correlation nearing perfect alignment.

4. **Scatterplot 4:**
- Shows scattered data points with no apparent trend or clear line, suggesting weak correlation.

5. **Scatterplot 5:**
- Depicts data points aligned in a noticeable pattern but with less precision, indicating a moderate positive correlation.

Your goal is to accurately match each scatterplot with its correlation coefficient based on the visual distribution of the points.

**Scatterplot Correlation Activity**

In this exercise, you are tasked with matching correlation values to their corresponding scatterplots. The given values of \( r \) (correlation coefficients) are as follows: 0.395, -0.995, -1, -0.78, and 0.78.

### Instructions:

1. **View the Scatterplots:**
- On the right side of the screen, several scatterplots are displayed, each depicting a set of data points.
- Scatterplots are numbered for easy reference: Scatterplot 2, Scatterplot 3, and Scatterplot 5.

2. **Analyze the Scatterplots:**
- **Scatterplot 2:** Displays a moderate amount of spread among the data points; check for any patterns that suggest positive or negative correlation.
- **Scatterplot 3:** Shows a clearer linear arrangement of points, indicating a stronger correlation.
- **Scatterplot 5:** Exhibits a more scattered and random distribution of points, suggesting lesser correlation.

3. **Match Correlation Values to Scatterplots:**
- Use the dropdown options to assign the correct correlation coefficient (\( r \)) to each scatterplot based on its visual representation.

### Objective:

Identify the linear relationship between the variables in each scatterplot by accurately matching the correlation coefficient. Consider the direction and strength of the relationship when evaluating each plot. A correlation of \( -1 \) or \( 1 \) indicates a perfect linear relationship, while values closer to 0 suggest weaker correlation.

Expand each scatterplot for a detailed view to assist in your analysis, and compare patterns to theoretical expectations of how each correlation value should appear graphically.

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