Chapter 7: At Equivalence Point | CHM 214 | 068
TLDRThe video script discusses the concept of the equivalence point in titration, using a specific example where 2.5 millimoles of chloride react with silver in a 1:1 stoichiometry to form silver chloride. It explains that at the equivalence point, the concentration of silver equals the concentration of chloride, which can be calculated using the solubility product constant (Ksp). The script provides a step-by-step calculation, showing that the concentration of silver at the equivalence point is significantly higher than before, with a corresponding decrease in the p-value, indicating a substantial change in silver concentration.
Takeaways
- π The equivalence point in titration is reached when 2.5 millimoles of chloride react with an equal amount of silver.
- π§ͺ The volume at the equivalence point is determined to be 50 milliliters using the known concentration of silver at 0.05 millimoles per milliliter.
- π At the equivalence point, the concentration of silver is equal to the concentration of chloride due to the one-to-one stoichiometry of the reaction.
- π‘ The solubility product (ksp) concept is introduced to explain the concentration of silver and chloride at the equivalence point, considering the formation of the salt and its solubility.
- π The concentration of silver and chloride at equilibrium can be found by treating it as an equilibrium problem and using the ksp value.
- π’ The ksp value for silver chloride is given as 1.8 times 10 to the minus 10, which is used to calculate the concentration of silver at the equivalence point.
- π The concentration of silver increases dramatically from 10 to the negative 9 in the previous video to 1.34 times 10 to the minus 5 at the equivalence point.
- π The p-value changes significantly from 8.5 to 4.87 at the equivalence point, indicating a higher concentration of silver.
- π The concept of some of the salt redissolving in a very small amount and being governed by ksp is introduced to explain the final concentrations.
- π The process of solving for the concentration of silver at the equivalence point involves setting up an equation based on ksp and solving for x, which represents the concentration of both silver and chloride.
- π The equivalence point serves as a critical point in the titration curve and understanding its significance is essential for accurately determining the concentration of substances in a solution.
Q & A
What is the equivalence point in titration?
-The equivalence point in titration is the volume at which the reactants in a titration reaction are stoichiometrically equivalent, meaning they have reacted with each other in a one-to-one ratio.
How many millimoles of chloride were calculated in the previous video?
-In the previous video, 2.5 millimoles of chloride were calculated.
What is the stoichiometry of the reaction between silver and chloride?
-The stoichiometry of the reaction between silver and chloride is one-to-one, meaning one mole of silver reacts with one mole of chloride to form silver chloride salt.
What is the concentration of silver used in the titration?
-The concentration of silver used in the titration is 0.05 millimoles per milliliter.
What is the volume at the equivalence point for this titration?
-The volume at the equivalence point for this titration is 50 milliliters.
How is the concentration of silver at the equivalence point determined?
-The concentration of silver at the equivalence point is determined by considering the solubility product (ksp). Since all the chloride has reacted to form the salt, the concentration of silver and chloride in the solution will be governed by ksp.
What does ksp represent in the context of this titration?
-In the context of this titration, ksp represents the solubility product constant, which is a measure of the solubility of the silver chloride salt formed. It is the product of the concentrations of silver and chloride ions at equilibrium.
What is the value of ksp for silver chloride?
-The value of ksp for silver chloride is 1.8 times 10 to the minus 10.
How can we calculate the concentration of silver at the equivalence point?
-We can calculate the concentration of silver at the equivalence point by setting up the equation ksp = [Ag+][Cl-] and solving for the concentration of silver (x), since [Ag+] = [Cl-] at the equivalence point. Taking the square root of ksp gives us the concentration of silver.
What is the calculated concentration of silver at the equivalence point?
-The calculated concentration of silver at the equivalence point is 1.34 times 10 to the minus 5 molar.
How does the concentration of silver change from the previous video to the equivalence point?
-The concentration of silver changes dramatically from the previous video to the equivalence point, increasing from 10 to the negative 9 molar to 1.34 times 10 to the minus 5 molar, which is several orders of magnitude higher.
What is the p-value of silver at the equivalence point?
-The p-value of silver at the equivalence point is 4.87. It is important to note that a lower p-value indicates a higher concentration.
How does the p-value change from the previous video to the equivalence point?
-The p-value changes from 8.5 in the previous video to 4.8 at the equivalence point, indicating a significant increase in the concentration of silver.
Outlines
π Equivalence Point Calculation and Silver Concentration
This paragraph discusses the concept of the equivalence point in titration, where the volume at the equivalence point is determined based on a 1:1 stoichiometry between silver and chloride. The calculation involves using the previously determined 2.5 millimoles of chloride and the concentration of silver, which is 0.05 millimoles per milliliter, to find that the equivalence point occurs at 50 milliliters. The paragraph further explains that at the equivalence point, the concentration of silver equals the concentration of chloride due to the complete reaction to form the salt. However, a small amount of the salt remains soluble, and its solubility is governed by the solubility product constant (Ksp). The concentration of silver at the equivalence point is then calculated using Ksp, resulting in a significant increase from the previous concentration level. The p-value is also discussed, highlighting the change in silver concentration from the previous video.
Mindmap
Keywords
π‘Titration Curve
π‘Equivalence Point
π‘Millimoles
π‘Stoichiometry
π‘Concentration
π‘Silver Chloride (AgCl)
π‘Ksp (Solubility Product Constant)
π‘Equilibrium
π‘pAg
π‘pH
π‘Molar Concentration
Highlights
The equivalence point in titration is discussed, which is a critical concept in understanding reaction stoichiometry.
The calculation of millimoles of chloride is mentioned, which was found to be 2.5 millimoles.
The one-to-one stoichiometry between silver and chloride is emphasized, which is fundamental in determining the equivalence point.
The concentration of silver is given as 0.05 millimoles per milliliter, a key piece of information for further calculations.
A practical calculation is demonstrated to find the volume at the equivalence point, resulting in 50 milliliters.
The concept of concentration at the equivalence point is introduced, highlighting the reaction completion.
The solubility product constant (Ksp) is discussed, which governs the concentration of silver and chloride at the equivalence point.
An equilibrium problem from the previous chapter is referenced, showing the continuity of concepts in chemistry.
The method of treating the concentrations of silver and chloride as equal (x) at the equivalence point is explained.
The Ksp value is provided (1.8 times 10 to the minus 10), which is crucial for calculating concentrations at the equivalence point.
A step-by-step process for solving the concentration of silver at the equivalence point is outlined.
The concentration of silver at the equivalence point is calculated to be 1.34 times 10 to the minus 5 molar.
The p-value is introduced as a measure of concentration, with a lower p-value indicating a higher concentration.
A significant change in the concentration of silver is observed, moving from a p-value of 8.5 to 4.8 at the equivalence point.
The practical application of these calculations is emphasized, showing the dramatic change in silver concentration.
Transcripts
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