Using the data below, determine the solution that has the lowest density. Data of Various Solutions • Solution 1 y = 1.1x Solution 2 y = 1.15x Solution 3 y = 1.2x Solution 4 y = 1.25x • Solution 5 y = 1.3x 2 4 Volume (mL) O Solution 1 O Solution 2 O Solution 3 O Solution 4 O Solution 5 Mass (g) 2.

Chemistry
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Chapter1: Chemical Foundations
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## Determining Solution with Lowest Density

### Overview
The task is to determine which solution among five has the lowest density using the data provided in the graph.

### Graph Explanation: Data of Various Solutions

- **Axes:**
  - The x-axis represents the Volume in milliliters (mL), ranging from 0 to 5.
  - The y-axis represents the Mass in grams (g), ranging from 0 to 7.

- **Lines and Data Points:**
  The graph displays data points for five different solutions, each represented by a distinct color:
  - **Solution 1:** Blue, Line equation: \( y = 1.1x \)
  - **Solution 2:** Red, Line equation: \( y = 1.15x \)
  - **Solution 3:** Green, Line equation: \( y = 1.2x \)
  - **Solution 4:** Orange, Line equation: \( y = 1.25x \)
  - **Solution 5:** Light blue, Line equation: \( y = 1.3x \)

### Task
Determine which solution has the lowest density.

### Density and Line Equation
- Density is mass per unit volume, often represented by the slope in a linear relationship like those on the graph.
- The solution with the smallest slope value will have the lowest density.

### Options
- Solution 1
- Solution 2
- Solution 3
- Solution 4
- Solution 5

### Conclusion
Observe the slope values provided in each solution's equation. The solution with the smallest coefficient in front of \( x \) has the lowest density.
Transcribed Image Text:## Determining Solution with Lowest Density ### Overview The task is to determine which solution among five has the lowest density using the data provided in the graph. ### Graph Explanation: Data of Various Solutions - **Axes:** - The x-axis represents the Volume in milliliters (mL), ranging from 0 to 5. - The y-axis represents the Mass in grams (g), ranging from 0 to 7. - **Lines and Data Points:** The graph displays data points for five different solutions, each represented by a distinct color: - **Solution 1:** Blue, Line equation: \( y = 1.1x \) - **Solution 2:** Red, Line equation: \( y = 1.15x \) - **Solution 3:** Green, Line equation: \( y = 1.2x \) - **Solution 4:** Orange, Line equation: \( y = 1.25x \) - **Solution 5:** Light blue, Line equation: \( y = 1.3x \) ### Task Determine which solution has the lowest density. ### Density and Line Equation - Density is mass per unit volume, often represented by the slope in a linear relationship like those on the graph. - The solution with the smallest slope value will have the lowest density. ### Options - Solution 1 - Solution 2 - Solution 3 - Solution 4 - Solution 5 ### Conclusion Observe the slope values provided in each solution's equation. The solution with the smallest coefficient in front of \( x \) has the lowest density.
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