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Magnesium Ribbon Lab

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In order to conduct the experiment, one must determine the volume of one mole of hydrogen gas at STP. First, a eudiometer tube was placed in an enamel pan, ⅔ filled with water, with its open end upwards, made sure that the tube is clamped to the ring-stand and clamp. Next, the length of the sample of magnesium ribbon given was measured and recorded it. The sample of magnesium ribbon was slightly bent in order to make it fit in the eudiometer tube, while making sure the sample of magnesium ribbon did not break in the process. Afterwards, a piece of thread was tied to the sample of magnesium ribbon at the bend. Then, about 20 mL of hydrochloric acid was measured using a graduated cylinder, and the 20 mL of hydrochloric acid was placed into the …show more content…

Table #1 shows that the length of the sample of magnesium ribbon given was 1.67 cm (to 3 significant numbers), the barometric pressure (total pressure) was 95.81 kPa, the room temperature was 24.9 °C, and the measured gas volume converted from 24.72 mL to L was 0.02472 L. Then, the pressure of H2 was found by using Dalton’s Law of Partial Pressure, using the equation Ptotal = PH2+ PH20., found on Table #2 Part A. The pressure of H2O, 4 kPa, was determined by using Table H Vapor Pressure of Four Liquids on the Reference Table for Chemistry. Then, the pressure of H2O, 4 kPa, was subtracted from the total pressure, 95.81 kPa, to find the pressure of H2, 91.81 kPa. Next the mass of the sample of magnesium was found, shown on Table #2 Part B, given that the mass of Mg = 0.0100 g/cm. It was calculated that the mass of Mg per length found was 0.0167 g. Afterwards, the mass of Mg was converted to moles, using 3 significant numbers, shown in Table #2 Part C. The calculations shows that the number of moles of Mg found was 0.000687. Next, the mole ratio of Mg to H2 produced was determined by writing a balanced equation for the reaction, found on Table #2 Part D. The mole ratio of Mg to H2 produced was 1:1. Then, the number of moles of H2 produced (using 3 significant numbers) was found by using stoichiometry, shown on Table #2 Part E. The number of moles of H2 produced

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