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4.3 Reaction Stoichiometry

4.3 Reaction Stoichiometry

  • The equation is balanced after a final check of atom and charge balance.
  • H2O is produced by hydrogen peroxide in acidic solution.
    • A balanced equation is needed for this reaction.
  • By the end of this section, you will be able to: Chemical formulas give the identities of the reactants and products involved in the chemical change.
    • A quantitative assessment of the relationships between the amounts of substances consumed and produced by the reaction can be made using coefficients.
    • The use of balanced chemical equations is explored in this module.
  • The way people go about many activities is similar to the way the general approach is used.
    • Food preparation can offer an appropriate comparison.
    • A recipe for eight pancakes calls for 1 cup pancake mix, 34 cup milk, and one egg.
  • If two dozen pancakes are needed for a big family breakfast, the ingredient amounts must be increased proportionally according to the recipe.
    • Balanced chemical equations are used to determine the amount of one reactant required to react with a given amount of another reactant, or to yield a given amount.
  • The number of ammonia molecule produced from a given number of hydrogen molecule or the number of hydrogen molecule required to produce a given number of ammonia molecule can be calculated using these factors.
    • Similar factors can be derived for any pair of substances.
  • There is a reaction to produce aluminum iodide.
    • The heat of the reaction causes some of the solid iodine to be purple.
  • The two substances of interest are 3 mol I2 2 mol Al.
  • The approach is the same, though the number of moles of the molecule is not requested.
    • The moles-to-numbers conversion factor will be used.
  • The amount of substances involved in a chemical reaction may be related to these examples.
    • It's not easy to directly measure the numbers of atoms and molecules, and the more readily measured property of mass is required in the practical application of stoichiometry.
  • Additional steps of the sort learned in the previous chapter are required in this case.
  • The approach required here is the same as for the different approach only that the provided and requested mass are for reactant species.
  • These examples show a few instances of calculation.
    • Depending on what quantities are provided and sought, there are many variations on the beginning and ending computational steps.
    • Regardless of the details, all of these calculations share a common essential component.
  • Computational steps are depicted in the flowchart.
  • Since the 1990s, most automobiles have safety features such as absorbers.
    • When a vehicle is involved in a collision, an appropriate amount of gas needs to be quickly inflated to the correct level.
    • The requirement is satisfied through the use of explosives and the decomposition of NaN3 is a common choice.

4.3 Reaction Stoichiometry

  • The equation is balanced after a final check of atom and charge balance.
  • H2O is produced by hydrogen peroxide in acidic solution.
    • A balanced equation is needed for this reaction.
  • By the end of this section, you will be able to: Chemical formulas give the identities of the reactants and products involved in the chemical change.
    • A quantitative assessment of the relationships between the amounts of substances consumed and produced by the reaction can be made using coefficients.
    • The use of balanced chemical equations is explored in this module.
  • The way people go about many activities is similar to the way the general approach is used.
    • Food preparation can offer an appropriate comparison.
    • A recipe for eight pancakes calls for 1 cup pancake mix, 34 cup milk, and one egg.
  • If two dozen pancakes are needed for a big family breakfast, the ingredient amounts must be increased proportionally according to the recipe.
    • Balanced chemical equations are used to determine the amount of one reactant required to react with a given amount of another reactant, or to yield a given amount.
  • The number of ammonia molecule produced from a given number of hydrogen molecule or the number of hydrogen molecule required to produce a given number of ammonia molecule can be calculated using these factors.
    • Similar factors can be derived for any pair of substances.
  • There is a reaction to produce aluminum iodide.
    • The heat of the reaction causes some of the solid iodine to be purple.
  • The two substances of interest are 3 mol I2 2 mol Al.
  • The approach is the same, though the number of moles of the molecule is not requested.
    • The moles-to-numbers conversion factor will be used.
  • The amount of substances involved in a chemical reaction may be related to these examples.
    • It's not easy to directly measure the numbers of atoms and molecules, and the more readily measured property of mass is required in the practical application of stoichiometry.
  • Additional steps of the sort learned in the previous chapter are required in this case.
  • The approach required here is the same as for the different approach only that the provided and requested mass are for reactant species.
  • These examples show a few instances of calculation.
    • Depending on what quantities are provided and sought, there are many variations on the beginning and ending computational steps.
    • Regardless of the details, all of these calculations share a common essential component.
  • Computational steps are depicted in the flowchart.
  • Since the 1990s, most automobiles have safety features such as absorbers.
    • When a vehicle is involved in a collision, an appropriate amount of gas needs to be quickly inflated to the correct level.
    • The requirement is satisfied through the use of explosives and the decomposition of NaN3 is a common choice.