Complete the following table for an ideal gas. P V n а. 7.74 × 10° Pa 13.5 mL mol 25°C b. atm 43.0 mL 0.472 mol 223 K С. 405 torr 4.4 × 10- mol 331°C d. 745 mm Hg 10.3 L 0.401 mol °C Submit Answer Try Another Version 3 item attempts remaining

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# Ideal Gas Law Table

**Instructions**: Complete the following table for an ideal gas. The table includes columns for Pressure (P), Volume (V), Amount of Substance (n), and Temperature (T). Use the units provided in the headers for each column.

| **P**       | **V**     | **n**      | **T**   |
|-------------|-----------|------------|---------|
| 7.74 × 10³ Pa      | 13.5 mL    | ______ mol     | 25°C    |
| ______ atm   | 43.0 mL    | 0.472 mol   | 223 K   |
| 405 torr    | _______ L | 4.4 × 10⁻² mol | 331°C   |
| 745 mm Hg   | 10.3 L     | 0.401 mol   | ______ °C |

- **P** represents the pressure of the gas in different units: Pascal (Pa), atmospheric pressure (atm), torr, and millimeters of mercury (mm Hg).
- **V** indicates the volume available for the gas in milliliters (mL) and liters (L).
- **n** specifies the amount of substance in moles (mol).
- **T** stands for temperature given in either degrees Celsius (°C) or Kelvin (K).

To solve, use the ideal gas law equation: \( PV = nRT \), where \( R \) is the ideal gas constant.

**Hint**: Ensure units are consistent when performing calculations.

**Actions**:
- Fill in the blanks to complete the table.
- Calculate any missing values using the ideal gas law.
- Click "Submit Answer" to check your work or "Try Another Version" for a new set of values.

**Note**: You have 3 attempts remaining to submit your answer.
Transcribed Image Text:# Ideal Gas Law Table **Instructions**: Complete the following table for an ideal gas. The table includes columns for Pressure (P), Volume (V), Amount of Substance (n), and Temperature (T). Use the units provided in the headers for each column. | **P** | **V** | **n** | **T** | |-------------|-----------|------------|---------| | 7.74 × 10³ Pa | 13.5 mL | ______ mol | 25°C | | ______ atm | 43.0 mL | 0.472 mol | 223 K | | 405 torr | _______ L | 4.4 × 10⁻² mol | 331°C | | 745 mm Hg | 10.3 L | 0.401 mol | ______ °C | - **P** represents the pressure of the gas in different units: Pascal (Pa), atmospheric pressure (atm), torr, and millimeters of mercury (mm Hg). - **V** indicates the volume available for the gas in milliliters (mL) and liters (L). - **n** specifies the amount of substance in moles (mol). - **T** stands for temperature given in either degrees Celsius (°C) or Kelvin (K). To solve, use the ideal gas law equation: \( PV = nRT \), where \( R \) is the ideal gas constant. **Hint**: Ensure units are consistent when performing calculations. **Actions**: - Fill in the blanks to complete the table. - Calculate any missing values using the ideal gas law. - Click "Submit Answer" to check your work or "Try Another Version" for a new set of values. **Note**: You have 3 attempts remaining to submit your answer.
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