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Reaction Rate Lab Report

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Determination of the Reaction Rate of Mg and HCl
Alex Skartvedt
Alex Skartvedt, Melanie Ho, Christina Olson, Thor Swerdykiak
November 11, 2015
Fall 2015 Semester

Abstract:
The experimental rate law of the reaction: 2HCl(aq)+Mg(s)→MgCl2(aq)+H2(g) is being determined because kinetics play a large role in the reactions happening in everyday life. The rate law, k value will be obtained in the experiment. To obtain the information a pressure probe was connected to an Erlenmeyer flask in order to record the rate of the reaction of magnesium ribbon and hydrochloric acid. The order of HCl and Mg were then determined using the information found in from the reaction. The order in HCl and Mg were found to be less than the expected …show more content…
One of the 600 milliliter beakers was filled halfway with water and the Erlenmeyer flask was put inside of the flask. This was done to keep the temperature of the reaction constant. Three samples of magnesium ribbon were massed using the scale. The samples were 0.063 g, 0.061 g, and 0.041 g for trial A. Three concentrations of HCl were created. Two of the concentrations were 1 M and the third was 0.75 M, and remained the same for trials A,B, and C. The 0.75 M was created by using 15 milliliters of 1M HCl and adding 5 milliliters of deionized water (calculation shown in appendix). 1 M of HCl was added to the Erlenmeyer flask. LoggerPro was allowed to take some pressure readings. The stopcock was removed and 0.063 g of magnesium ribbon was placed into the flask. Stopcock was quickly placed back in flask after ribbon was added. The reaction between HCl and Mg took place and LoggerPro recorded pressure changes. The earliest slope was recorded as the rate for the reaction. The solution in the flask was placed in the second 600 milliliter flask. The same process was repeated for the 0.063 g magnesium ribbon with 0.75 M HCl. Process was again repeated for the 0.041 g magnesium ribbon with 1 M HCl. The procedure for all samples A was …show more content…
The value for the order in hydrochloric acid was derived to be an average of 0.0664, the accepted value for the reaction was 2nd order. The calculated percent error was found to be 66.8% using the percent error equation shown in the appendix. The average order for the magnesium ribbon was expected to be 1st order, it was found to be 0.738. The percent error was calculated to be 26.8% for the order of magnesium in the reaction. The derivation of rate law using a pressure probe and Erlenmeyer flask was found to be a mediocre technique of finding rate law. Kinetics and rate laws are important because it influences the rate of food spoilage and the rate of degradation of common drugs.5 Since kinetics and rate laws are so important in everyday life, calculating rate law using the technique used in this lab would not be the most effect and precise way of finding

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