[1 minute = 60 seconds] A. Nature of Reactants A.1 The Affect of Metal Degradation Based on Acid Type Four acids are put into vary test tubes and magnesium metal [Mg] is dropped into each test tube and the time it takes for the metal to completely dissolve is measured: Lab Data Test Tube-1 (H,SO, 3M) time: 3.68seconds Test Tube-2 (HC1 6M) time: 4.25seconds Test Tube-3 (CH COOH 6M) time: 17.58 minutes/seconds Test Tube-4 (H3PO.): 5.54 minutes/seconds %3D Question-1: Calculate the reaction rates for each tube utilizing the equation (use the concentration of each respective acid): Rate= A[X]/time(s)

Chemistry for Engineering Students
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Author:Lawrence S. Brown, Tom Holme
Publisher:Lawrence S. Brown, Tom Holme
Chapter13: Electrochemistry
Section: Chapter Questions
Problem 13.90PAE: A chemical engineering student is studying the effect of pH on the corrosion of iron. Ellie...
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[1 minute = 60 seconds]
A. Nature of Reactants
A.1 The Affect of Metal Degradation Based on Acid Type
Four acids are put into vary test tubes and magnesium metal [Mg] is dropped into each test tube and the time it takes for the metal to completely
dissolve is measured:
Lab Data
Test Tube-1 (H,SO, 3M) time: 3.68seconds
Test Tube-2 (HC1 6M) time: 4.25seconds
Test Tube-3 (CH COOH 6M) time: 17.58 minutes/seconds
Test Tube-4 (H3PO.): 5.54 minutes/seconds
%3D
Question-1: Calculate the reaction rates for each tube utilizing the equation (use the concentration of each respective acid): Rate= A[X]/time(s)
Transcribed Image Text:[1 minute = 60 seconds] A. Nature of Reactants A.1 The Affect of Metal Degradation Based on Acid Type Four acids are put into vary test tubes and magnesium metal [Mg] is dropped into each test tube and the time it takes for the metal to completely dissolve is measured: Lab Data Test Tube-1 (H,SO, 3M) time: 3.68seconds Test Tube-2 (HC1 6M) time: 4.25seconds Test Tube-3 (CH COOH 6M) time: 17.58 minutes/seconds Test Tube-4 (H3PO.): 5.54 minutes/seconds %3D Question-1: Calculate the reaction rates for each tube utilizing the equation (use the concentration of each respective acid): Rate= A[X]/time(s)
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