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Answer to Question #5695 in Other Chemistry for Nia

Question #5695
How many liters of carbon dioxide can be released if 0.224 moles of oxygen are reacted?
Expert's answer
Equation of reaction:
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1 mol O2 formed 1 mol CO2, 0.224 mol O2 will form 0.224 mol CO2
data:image/png;base64,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