Mass of empty 250-mL beaker
Mass of 250-mL beaker and unknown sulfate
Mass of unknown sulfate
Mass of empty crucible (without lid)
Mass of barium sulfate
Calculations and Conclusions
Use this information along with your experimental results to determine which cation it is.
Show all of your work with clear, logical steps below. Clearly explain how your calculations here along with your experimental results for #2 and/or #3 allowed you to identify the cation in the metal sulfate.
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Published 20 Jun 2024
The purpose of this investigation is to gain quantitative information of the reaction that occurs when Sodium iodide and Lead (II) nitrate are combined.
Stoichiometry is the quantitative relation between the number of moles (and therefore mass) of various products and reactants in a chemical reaction (Washington University in St. Louis, 2005.). Chemists use stoichiometry as they are responsible for designing a chemical reaction and analysing the products obtained from it. Chemists must determine the amount of each reactant that is required and the amount of each product that will be produced (Dr. Bailey, n.d.).
The limiting reagent, in a chemical reaction, is the reactant that determines how much of the products are made. The Excess Reagent, in a chemical reaction, is the left-over reactant once the limiting reagent is completely consumed (Khan Academy, 2019). Once all the limiting reagent has been used the reaction cannot continue.
Theoretical yield is the quantity of a product produced from the entire consumption of a limiting reactant in a chemical reaction. It is the amount of product resulting from a perfect (theoretical) chemical reaction (Helmenstine, 2019). Theoretical yield can calculated by first balancing the equation, identifying the limiting reactant, understand the mole ratio and the moles of the products then multiplying the moles in conjunction with the ratio and finally multiply those moles by the molecular weight of each product to get the mass in grams. The actual yield is the amount of the substance that is actually produced in a reaction. It is very unlikely that the actual yield and theoretical yield will be the same, this is due to possible transferring error and or measuring error among others.
In this experiment, the fixed mass of Lead (II) nitrate is being reacted with incremental masses of Sodium iodide. The yellow precipitate (Lead iodide) is used as a measurement for the limiting reagent analysis in the influence of the amount of product that is formed. The prediction of a maximum of 2.31g of Lead iodide can be calculated through the theoretical yield and the balanced chemical equation (refer to equation 1 & 2) shows that the mole ratio of 1:2 is apparent in this equation.
Pb(NO3)2 + 2NaI PbI2 + 2NaNO3 Eq. 2
The aim of this experiment was to conduct a chemical reaction, which created Lead iodide precipitate to be gathered and analysed, and to find the limiting reagent within the reaction.
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It can be hypothesised that the limiting reagent of this experiment is Sodium iodide and having a constant of 1.66 grams of Lead (II) nitrate means that the maximum increment of 1.50 grams of Sodium iodide can be reacted to form a theoretical yield of 2.31 grams of Lead iodide. This is because of the Sodium iodide to Lead nitrate and Sodium iodide to Lead iodide mole ratio in the balanced equation is 2 is to 1. Due to this mole ratio it is proven that the maximum amount of reactant and the maximum amount of product with the constant of 1.66 grams of Lead (II) nitrate is 1.50 grams of NaI and 2.31 grams of Lead iodide. (See appendix for calculation).
The following table shows the various variables involved in this experiment. These are: Independent Variable, Dependent Variable and Controlled Variables
Description/Reasoning
Independent variable
Sodium iodine (NaI) mass (g)
Used NaI in 10 separate increments of 0.15g starting at 0.75g
Dependent variable
Lead iodine (PbI2) mass (g)
The mass of PbI2 depended on the change of NaI and each reaction was measured.
Controlled variables
Lead (II) nitrate {Pb(NO3)2} mass (g)
1.66g of Pb(NO3)2 was used in each experiment
Water (H2O)
30ml used in each experiment
Balancing equipment (2-place)
Each experiment used the same balancer
Precipitation waiting time
All 3 - 5 minutes
Drying time
All kept overnight
Temperature
all in a 100◦C (Fahrenheit)/35◦C (degrees) oven overnight
Conditions of the experiment
Experimental process on the same day as each other
This table shows the shows the safety measures considered prior and during the experiment.
Safety Precaution
Skin Damage
Poisoning/Consumption
Equipment/Glass ware
Glass Breakage
Injury to skin/cuts
This table shows the moles and grams of Lead (II) nitrate and Sodium iodine used in the experiment. It also shows the theoretical, actual and percentage yield of lead iodine produced.
Mass Pb(NO3)2 (g) | Mass NaI (g) | Moles Pb(NO3)2 | Moles NaI | Actual Yield PbI2 (g) | Actual Yield PbI2 (moles) | Theoretical Yield PbI2 (Moles) | Theoretical Yield PbI2 (g) |
---|
1.66 | 0.75 | 5.0 x10^-3 | 5.0 x10^-3 | 1.36 | 2.95 x10^-3 | 2.5 x10^-3 | 1.15 |
1.66 | 0.90 | 5.0 x10^-3 | 6.0 x10^-3 | 1.38 | 3.00 x10^-3 | 3.0 x10^-3 | 1.38 |
1.66 | 1.05 | 5.0 x10^-3 | 7.0 x10^-3 | 1.52 | 3.30 x10^-3 | 3.5 x10^-3 | 1.61 |
1.66 | 1.20 | 5.0 x10^-3 | 8.0 x10^-3 | 1.83 | 3.97 x10^-3 | 4.0 x10^-3 | 1.84 |
1.66 | 1.35 | 5.0 x10^-3 | 9.0 x10^-3 | 1.93 | 4.19 x10^-3 | 4.5 x10^-3 | 2.08 |
1.66 | 1.50 | 5.0 x10^-3 | 1.0 x10^-2 | 2.21 | 4.70 x10^-3 | 5.0 x10^-3 | 2.31 |
1.66 | 1.65 | 5.0 x10^-3 | 2.0 x10^-2 | 2.32 | 5.03 x10^-3 | 5.0 x10^-3 | 2.31 |
1.66 | 1.80 | 5.0 x10^-3 | 3.0 x10^-2 | 2.36 | 5.12 x10^-3 | 5.0 x10^-3 | 2.31 |
1.66 | 2.10 | 5.0 x10^-3 | 5.0 x10^-2 | 2.42 | 5.25 x10^-3 | 5.0 x10^-3 | 2.31 |
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The mass of PbI2 depended on the change of NaI and each reaction was measured. Controlled variables Lead (II) nitrate {Pb(NO3)2} mass (g) 1.66g of Pb(NO3)2 was used in each experiment Water (H2O) 30ml used in each experiment Balancing equipment (2-place) Each experiment used the same balancer Precipitation waiting time All 3 - 5 minutes Drying time