A Quantitative Investigation of the Reaction of a Metal with Hydrochloric Acid The reaction between an active metal, such as magnesium, Mg, and an acid can be an explosively dangerous event. Hydrochloric acid is a very corrosive acid. Since hydrogen chloride is gaseous, the acid can burn the eyes, nasal passages and irritate your skin. Because hydrogen gas, H2 (g), is a product of the reaction, care must be taken to prevent the combustion of this highly flammable gas. The balanced equation for this reaction is: Mg (s) + 2 HCl (aq) H2 (g) + MgCl2 (aq) Magnesium chloride, awater-soluble salt, is produced when hydrochloric acid oxidizes the metal. This investigation concerns the volume of hydrogen gas that can be generated from a given mass of magnesium. For example, how many liters of dry hydrogen gas at room conditions can be produced per mole of magnesium metal? By employing a 50-mL gas measuring tube, a 1-hole stopper, a short strip of magnesium ribbon, 6.0 M HCl, and a short length of thin copper wire, we can investigate this matter. What volume of 6.0 M HCl will be needed to in generate a maximum of 50 mL of gaseous H2? How much magnesium will be required? Stoichiometric calculations will allow us to specify the quantities of magnesium and hydrochloric acid used in the reaction. Some procedural tips to promote your efficient use of time are as follows: 1. Incline the gas measuring tube slightly from an upright position and pour in a sufficient volume of 6.0 M HCl that will completely consume the Mg sample. 2. With the tube in the same position, slowly fill the tube with distilled water from a beaker. While pouring, rinse any acid that may be on the sides of the tube so that the liquid in the top of the tube will contain very little acid. Try to avoid stirring up the acid layer in the bottom of the tube. 3. Roll up the Mg ribbon and thread the copper wire through the opening; use the copper wire as a twist tie to hold the roll of Mg together. There should be enough copper wire beyond the Mg to hold the sample of magnesium about two inches into the end of the gas measuring tube. Hook the copper wire over the edge of the tube and hold it there by inserting the rubber stopper. The tube should be completely filled so that the stopper displaces a little water when put in place. See the figure provided below (far left). 4. Cover the hole(s) in the stopper with your finger and invert the tube in the beaker of water, as shown in the figure below (second picture from left). Allow no air in the tube. Clamp the tube in place. 5. When the reaction stops, wait for about 5 minutes to allow the tube to come to room temperature. Dislodge any bubbles clinging to the sides of the tube. 6. Record the volume of gas in the tube to the nearest 0.1 mL, the temperature of the water to the nearest 0.1 °C, and the room pressure to the nearest 1 mm Hg. 7. Cover the hole(s) in the stopper with your finger and transfer the tube to a large cylinder, which is almost filled with water at room temperature. Raise or lower the tube until the level of the liquid inside the tube is the same as the level outside the tube. See figure below (far right). Read the volume with your eye at the same level as the bottom of the meniscus. The figure on the next page illustrates how to avoid a parallax error. Record the volume of gas in the tube now. Post-lab Questions 1. The 6.0 M HCl diffused down the inverted tube and consumed the magnesium sample. What property of the acid enables this to happen? 2. Does the copper wire generate any hydrogen gas when it is exposed to hydrochloric acid? If so, will this complicate matters? 3. When the hydrogen gas is generated in the tube in this manner, it’s called wet hydrogen. Water in the tube evaporates into the gaseous space and generates a vapor pressure. Does this complicate matters? If so, how do we determine the pressure exerted by the hydrogen gas alone? 4. Why does the volume of trapped gases (H2 and H2O) change when transferring the tube to the large cylinder? 4. What is the molar volume of hydrogen gas at STP (0°C, 1 atm)? What is hydrogen’s density at STP? Make sure that you always show your calculational work to back up your answers. This project is funded by a grant awarded under the President’s Community Based Job Training Grant as implemented by the U.S. Department of Labor’s Employment and Training Administration (CB-15-162-06-60). 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