Trimix is a general name for a type of gas blend used by technical divers and contains nitrogen, oxygen and helium. In one Trimix blend, the partial pressures of each gas are 55.0 atm oxygen, 90.0 atm nitrogen, and 54.0 atm helium. What is the percent oxygen (by volume) in this trimex blend?

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**Question 12 of 13**

**Trimix Composition and Calculating Oxygen Percentage**

Trimix is a general name for a type of gas blend used by technical divers. It contains nitrogen, oxygen, and helium. In one Trimix blend, the partial pressures of each gas are given as 55.0 atm for oxygen, 90.0 atm for nitrogen, and 54.0 atm for helium. The question is: What is the percent oxygen (by volume) in this Trimix blend?

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**Components of Trimix:**

1. **Oxygen:** 55.0 atm
2. **Nitrogen:** 90.0 atm
3. **Helium:** 54.0 atm

**Calculating Percent Oxygen:**

To find the percent oxygen by volume, you add up the partial pressures of all gases to find the total pressure, then divide the oxygen partial pressure by the total pressure, and multiply by 100 to get a percentage.

\[ \text{Total Pressure} = 55.0 + 90.0 + 54.0 = 199.0 \, \text{atm} \]

\[ \text{Percent Oxygen} = \left(\frac{55.0}{199.0}\right) \times 100 \approx 27.64\% \]

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The interface below the question features a numeric keypad for entering responses, with numbers 0 through 9, a decimal point, and a clear button to remove entries. There is a space for entering the percentage answer, marked by a percentage symbol (%).
Transcribed Image Text:**Question 12 of 13** **Trimix Composition and Calculating Oxygen Percentage** Trimix is a general name for a type of gas blend used by technical divers. It contains nitrogen, oxygen, and helium. In one Trimix blend, the partial pressures of each gas are given as 55.0 atm for oxygen, 90.0 atm for nitrogen, and 54.0 atm for helium. The question is: What is the percent oxygen (by volume) in this Trimix blend? --- **Components of Trimix:** 1. **Oxygen:** 55.0 atm 2. **Nitrogen:** 90.0 atm 3. **Helium:** 54.0 atm **Calculating Percent Oxygen:** To find the percent oxygen by volume, you add up the partial pressures of all gases to find the total pressure, then divide the oxygen partial pressure by the total pressure, and multiply by 100 to get a percentage. \[ \text{Total Pressure} = 55.0 + 90.0 + 54.0 = 199.0 \, \text{atm} \] \[ \text{Percent Oxygen} = \left(\frac{55.0}{199.0}\right) \times 100 \approx 27.64\% \] --- The interface below the question features a numeric keypad for entering responses, with numbers 0 through 9, a decimal point, and a clear button to remove entries. There is a space for entering the percentage answer, marked by a percentage symbol (%).
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