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The bimolecular reaction of chlorine monoxide can result in the formation of three different combinations of products or product channels (the rate constant for each reaction is indicated): ClO(g) + ClO(g)→ Cl2(g) + O2(g) k= 2.9 × 106 CIO(g) + ClO(g) → CIOO(g) + Cl(g) CIO(g) + CIO(g) → OCIO(g)+Cl(g) k= 7.0 × 106 k= 2.1 × 106 By using 1.00 bar chlorine monoxide, what would be the partial pressure yield of chlorine atom? A) 0.38 bar B) 0.12 bar C) 0.58 bar D) 0.18 bar E) 0.70 bar

The bimolecular reaction of chlorine monoxide can result in the formation of three different combinations of products or product channels (the rate constant for each reaction is indicated): ClO(g) + ClO(g)→ Cl2(g) + O2(g) k= 2.9 × 106 CIO(g) + ClO(g) → CIOO(g) + Cl(g) CIO(g) + CIO(g) → OCIO(g)+Cl(g) k= 7.0 × 106 k= 2.1 × 106 By using 1.00 bar chlorine monoxide, what would be the partial pressure yield of chlorine atom? A) 0.38 bar B) 0.12 bar C) 0.58 bar D) 0.18 bar E) 0.70 bar

Chemistry
Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
Section: Chapter Questions
Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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The bimolecular reaction of chlorine monoxide can result in the formation of three different combinations of products or product channels (the rate constant for each reaction is indicated): ClO(g) + ClO(g)→ Cl2(g) + O2(g) k= 2.9 × 106 CIO(g) + ClO(g) → CIOO(g) + Cl(g) CIO(g) + CIO(g) → OCIO(g)+Cl(g) k= 7.0 × 106 k= 2.1 × 106 By using 1.00 bar chlorine monoxide, what would be the partial pressure yield of chlorine atom? A) 0.38 bar B) 0.12 bar C) 0.58 bar D) 0.18 bar E) 0.70 bar
Transcribed Image Text:The bimolecular reaction of chlorine monoxide can result in the formation of three different combinations of products or product channels (the rate constant for each reaction is indicated): ClO(g) + ClO(g)→ Cl2(g) + O2(g) k= 2.9 × 106 CIO(g) + ClO(g) → CIOO(g) + Cl(g) CIO(g) + CIO(g) → OCIO(g)+Cl(g) k= 7.0 × 106 k= 2.1 × 106 By using 1.00 bar chlorine monoxide, what would be the partial pressure yield of chlorine atom? A) 0.38 bar B) 0.12 bar C) 0.58 bar D) 0.18 bar E) 0.70 bar
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