The amount of dry ice that can be made from a tank of carbon dioxide gas that has a volume of 6.0 cubic feet with a gauge pressure of 2.00 × 10 3 pounds per square inch at 22 ° C is to be determined. Concept Introduction: The ideal gas equation is an improvised form of combined gas law equation. It explains that the product of pressure and volume of a gas when divided with the temperature of the gas, makes the resultant value proportional to the amount /moles of gas.

Question

Dry ice, solid CO2 (s), can be made by allowing pressurized CO2 (g) to expand rapidly. If 36% of the expanding CO2 (g) ends up as CO2 (s), how many grams of dry ice can be made from a tank of CO2 (g) that has a volume of 6.8 cubic feet with a gauge pressure of 4.47 x 103 pounds per square inch (PSIG) at 23 °C? Note: PSIG is the pressure above the prevailing atmospheric pressure that we can assume is 1.00 atm. Amount of solid CO2= i g solid CO2

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Question

Chapter 10, Problem 12PE

Interpretation Introduction

Interpretation: The amount of dry ice that can be made from a tank of carbon dioxide gas that has a volume of 6.0 cubic feet with a gauge pressure of 2.00×103 pounds per square inch at 22°C is to be determined.

Concept Introduction: The ideal gas equation is an improvised form of combined gas law equation. It explains that the product of pressure and volume of a gas when divided with the temperature of the gas, makes the resultant value proportional to the amount /moles of gas.

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Dry ice, solid CO2 (s), can be made by allowing pressurized CO2 (g) to expand rapidly. If 36% of the expanding CO2 (g) ends up as CO2 (s), how many grams of dry ice can be made from a tank of CO2 (g) that has a volume of 6.8 cubic feet with a gauge pressure of 4.47 x 103 pounds per square inch (PSIG) at 23 °C? Note: PSIG is the pressure above the prevailing atmospheric pressure that we can assume is 1.00 atm. Amount of solid CO2= i g solid CO2

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