Stoichiometry: Limiting reagent | Chemical reactions and stoichiometry | Chemistry | Khan Academy
TLDRThe video script discusses a stoichiometry problem involving the reaction of ammonia gas with oxygen to produce nitrogen monoxide and water. The presenter explains the process of balancing the chemical equation, identifying the limiting reagent, and calculating the mass of nitrogen monoxide produced. The problem is solved step-by-step, highlighting the importance of understanding molar ratios and the concept of limiting reagents in chemical reactions.
Takeaways
- π§ͺ The script discusses a chemical reaction involving ammonia (NH3) and oxygen (O2) to produce nitrogen monoxide (NO) and water (H2O).
- π The problem presented is a stoichiometry problem, requiring a balanced chemical equation before proceeding.
- π The initial equation provided was not balanced, with an incorrect number of hydrogen and oxygen atoms on each side.
- π― The balanced equation was achieved by multiplying the coefficients of the reactants and products by appropriate factors to account for the correct number of atoms.
- π Given 34 grams of ammonia and 32 grams of oxygen, the script calculates the number of moles of each reactant based on their molecular masses.
- π€ The script identifies that oxygen is the limiting reagent in the reaction because there is not enough to fully react with the given ammonia.
- π With 1 mole of oxygen available, the reaction can only produce 0.8 moles of nitrogen monoxide.
- π The molecular mass of nitrogen monoxide (NO) is determined to be 30 atomic mass units.
- π§ From the balanced equation, it is deduced that 0.8 moles of nitrogen monoxide will be produced, which corresponds to 24 grams.
- π The script highlights the importance of understanding molar ratios and how they dictate the amount of product formed in a reaction.
- π‘ The leftover ammonia, 1.2 moles, is noted, emphasizing that it does not participate in the reaction due to the limiting reagent scenario.
Q & A
What is the chemical formula for ammonia gas?
-The chemical formula for ammonia gas is NH3.
What type of gas is molecular oxygen?
-Molecular oxygen is a diatomic gas with the chemical formula O2.
What is the product of the reaction between ammonia and oxygen as mentioned in the script?
-The reaction between ammonia (NH3) and oxygen (O2) produces nitrogen monoxide (NO), also known as nitric oxide, and water (H2O).
What is the difference between nitric oxide and nitrous oxide?
-Nitric oxide (NO) is a pollutant gas with one oxygen atom, while nitrous oxide (N2O), also known as laughing gas, consists of two nitrogen atoms and one oxygen atom.
How much ammonia and oxygen are given in the stoichiometry problem?
-In the stoichiometry problem, 34 grams of ammonia and 32 grams of oxygen are given.
What is the balanced chemical equation for the reaction between ammonia and oxygen?
-The balanced chemical equation for the reaction is 4NH3 + 5O2 β 4NO + 6H2O.
How many moles of ammonia are present in 34 grams?
-Since the molecular mass of ammonia (NH3) is 17 atomic mass units, 34 grams of ammonia is equivalent to 2 moles.
What is the role of oxygen in the given reaction?
-Oxygen acts as the limiting reagent in the reaction because there is not enough oxygen to react with all the given ammonia, thus determining the amount of nitrogen monoxide produced.
How many grams of nitrogen monoxide will be produced with the given amounts of ammonia and oxygen?
-With 1 mole of oxygen (the limiting reagent), 0.8 moles of nitrogen monoxide will be produced, which is equal to 24 grams.
What happens to the excess ammonia that does not react?
-The excess ammonia, which is 1.2 moles in this case, will remain unreacted at the end of the reaction.
How can one determine the limiting reagent in a chemical reaction?
-The limiting reagent is determined by comparing the mole ratios required for the reaction. In this case, since there is less oxygen (1 mole) than what is needed for the complete reaction with 2 moles of ammonia (which would require 2.5 moles of oxygen), oxygen is the limiting reagent.
Outlines
π Introduction to the Chemical Reaction
The video script begins with an explanation of a chemical reaction involving ammonia (NH3) and oxygen (O2) gases to produce nitrogen monoxide (NO), also known as nitric oxide. The script emphasizes the importance of having a balanced chemical equation before proceeding with the stoichiometry problem. It points out the initial imbalance in the equation, with three hydrogen atoms on the left side and only two on the right side. The video then demonstrates how to balance the equation by multiplying the molecules to achieve the correct stoichiometric ratios, resulting in a balanced equation with 4 molecules of ammonia and 5 molecules of oxygen yielding 4 moles of nitrogen monoxide and 6 moles of water (H2O).
π Calculating Moles and Understanding the Reaction
This paragraph delves into the calculation of moles from given masses of reactants. It explains how to determine the molecular mass of ammonia (NH3) and oxygen (O2) and convert the given grams of these substances into moles. The script specifies that 34 grams of ammonia corresponds to 2 moles, and 32 grams of oxygen corresponds to 1 mole. It then addresses the discrepancy between the moles of ammonia and oxygen, pointing out that there is not enough oxygen to react with all the given ammonia. This identifies oxygen as the limiting reagent in the reaction, meaning that the amount of nitrogen monoxide produced will be determined by the amount of oxygen available.
π Determining the Limiting Reagent and Reaction Outcome
The final paragraph focuses on the concept of the limiting reagent and how it affects the outcome of the chemical reaction. With oxygen identified as the limiting reagent, the script calculates the amount of ammonia that can react with the available oxygen, which is 0.8 moles. It then uses the molecular mass of nitrogen monoxide to determine that 0.8 moles of NO will have a mass of 24 grams. The script concludes by explaining that the remaining 1.2 moles of ammonia will not react due to the insufficiency of oxygen, and it encourages viewers to review the material if they found the concepts challenging, emphasizing the importance of understanding molar conversions and stoichiometric ratios.
Mindmap
Keywords
π‘ammonia gas
π‘molecular oxygen
π‘nitrogen monoxide
π‘stoichiometry
π‘moles
π‘limiting reagent
π‘molecular mass
π‘balanced chemical equation
π‘atomic mass units
π‘conversion between moles and grams
π‘chemical reaction
Highlights
Combining ammonia (NH3) and oxygen (O2) produces nitrogen monoxide (NO), also known as nitric oxide.
Nitric oxide is a pollutant and can be found in cigarette smoke, and it also has a role in the body.
The given problem involves a stoichiometry calculation with 34 grams of ammonia and 32 grams of oxygen.
The balanced chemical equation is crucial before proceeding with stoichiometry calculations.
The initial equation provided was not balanced, requiring adjustments to ensure equal numbers of each element.
By multiplying the equation by appropriate factors, the equation can be balanced, resulting in 4 moles of ammonia reacting with 5 moles of oxygen to produce 4 moles of nitrogen monoxide and 6 moles of water.
The molecular mass of ammonia (NH3) is 17 atomic mass units.
The molecular mass of oxygen (O2) is 32 atomic mass units.
Given 34 grams of ammonia, we have 2 moles of ammonia available for the reaction.
Given 32 grams of oxygen, we have 1 mole of oxygen available for the reaction.
The balanced reaction requires 2.5 moles of oxygen for every 2 moles of ammonia, indicating that oxygen is the limiting reagent in this scenario.
With 1 mole of oxygen, only 0.8 moles of ammonia can react, resulting in 0.8 moles of nitrogen monoxide.
The molecular mass of nitrogen monoxide (NO) is 30 atomic mass units.
From the reaction, 24 grams of nitrogen monoxide will be produced, as 0.8 moles of NO equate to 0.8 times 30 grams per mole.
There will be 1.2 moles of ammonia left unreacted due to the limiting reagent scenario.
Understanding the concept of limiting reagents is crucial for predicting the outcome of chemical reactions.
The practical application of stoichiometry is evident in predicting the quantities of reactants and products in chemical processes.
The problem-solving approach in chemistry involves step-by-step analysis of the chemical equation, balancing, and calculating moles to determine reaction outcomes.
The importance of accurate mole and mass conversions is emphasized in stoichiometry problems to ensure correct calculations.
Transcripts
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