The log-log coordinate system below has mass m (in kg) on the horizontal axis, and period T (in s) on the vertical axis. Click on the spot that represents (m=0.50 kg, T=1.5 s). This requires precision work!

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### Log-Log Coordinate System Graph

**Description:**
The graph presented is a log-log coordinate system.

**Axes:**
- **Horizontal Axis (x-axis):** Represents mass \( m \) measured in kilograms (kg), ranging from 0.01 kg to 10 kg.
- **Vertical Axis (y-axis):** Represents period \( T \) measured in seconds (s), ranging from 0.1 s to 10 s.

**Grid Details:**
- The graph features a logarithmic scale on both axes, with dotted lines for precision detailing at finer scales.
  
**Task:**
The user must determine the spot on the graph that corresponds to the coordinates \( m = 0.50 \, \text{kg} \) and \( T = 1.5 \, \text{s} \). This requires precise navigation of the logarithmic scales.

**Instruction:**
Click on the position that represents the given mass and period coordinates. This requires precision work, as the exact placement is crucial due to the nature of logarithmic scales.
Transcribed Image Text:### Log-Log Coordinate System Graph **Description:** The graph presented is a log-log coordinate system. **Axes:** - **Horizontal Axis (x-axis):** Represents mass \( m \) measured in kilograms (kg), ranging from 0.01 kg to 10 kg. - **Vertical Axis (y-axis):** Represents period \( T \) measured in seconds (s), ranging from 0.1 s to 10 s. **Grid Details:** - The graph features a logarithmic scale on both axes, with dotted lines for precision detailing at finer scales. **Task:** The user must determine the spot on the graph that corresponds to the coordinates \( m = 0.50 \, \text{kg} \) and \( T = 1.5 \, \text{s} \). This requires precise navigation of the logarithmic scales. **Instruction:** Click on the position that represents the given mass and period coordinates. This requires precision work, as the exact placement is crucial due to the nature of logarithmic scales.
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