6. Krypton, first discovered in samples of liquefied air, takes its name from the Greek word for "hidden", kryptos. What is the experimental STP density of krypton if 3.70 g of the gas occupies a 1013-mL flask at 25 °C and 1.00 atm? (Hint: Do not use the molar mass of krypton!) 7. (optional) A sample of helium is sealed within a 2-L balloon at 25 °C. Calculate the new volume of the helium balloon if it is submerged within a liquid nitrogen bath (78 K). Assume a constant pressure of 1.00 atm.

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Help por favor !! #6 is the one I need help with
**Educational Exercise: Gas Density and Volume Change**

**Question 6: Krypton Density at STP**

Krypton, first discovered in samples of liquefied air, takes its name from the Greek word for "hidden," kryptos. What is the experimental STP density of krypton if 3.70 g of the gas occupies a 1013-mL flask at 25°C and 1.00 atm? (Hint: Do not use the molar mass of krypton!)

**Question 7 (Optional): Volume Change of Helium Balloon**

A sample of helium is sealed within a 2-L balloon at 25°C. Calculate the new volume of the helium balloon if it is submerged within a liquid nitrogen bath (78 K). Assume a constant pressure of 1.00 atm.

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**Explanation:**

The questions focus on understanding gas behavior under varying conditions:

1. **Krypton Density**: This exercise requires calculating gas density without using the molar mass, emphasizing understanding of gas laws and their applications at standard temperature and pressure (STP).

2. **Helium Balloon**: Applying Charles's Law, which relates volume and temperature changes of a gas at constant pressure, students will determine how much the helium balloon's volume decreases when cooled from 25°C to 78 K.
Transcribed Image Text:**Educational Exercise: Gas Density and Volume Change** **Question 6: Krypton Density at STP** Krypton, first discovered in samples of liquefied air, takes its name from the Greek word for "hidden," kryptos. What is the experimental STP density of krypton if 3.70 g of the gas occupies a 1013-mL flask at 25°C and 1.00 atm? (Hint: Do not use the molar mass of krypton!) **Question 7 (Optional): Volume Change of Helium Balloon** A sample of helium is sealed within a 2-L balloon at 25°C. Calculate the new volume of the helium balloon if it is submerged within a liquid nitrogen bath (78 K). Assume a constant pressure of 1.00 atm. --- **Explanation:** The questions focus on understanding gas behavior under varying conditions: 1. **Krypton Density**: This exercise requires calculating gas density without using the molar mass, emphasizing understanding of gas laws and their applications at standard temperature and pressure (STP). 2. **Helium Balloon**: Applying Charles's Law, which relates volume and temperature changes of a gas at constant pressure, students will determine how much the helium balloon's volume decreases when cooled from 25°C to 78 K.
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