Sign In
Únete Gratis
 flag-latam

Introduction to Stoichiometry: Mastering the Basics
Dive into the world of stoichiometry and moles with our comprehensive video. Learn to balance equations, predict reactions, and solve complex chemistry problems. Perfect for beginners and review seekers alike!

  1. Introducción0/5 watched
  2. Ejemplos0/12 watched
  1. 0/5
  2. 0/12
Now Playing:Introduction to stoichiometry – Example 0a
Introducción
0/5 watched
  1. What is stoichiometry?
  2. Ratios in chemical reactions.
Ejemplos
0/12 watched
  1. Find the reaction stoichiometry and use it to predict expected mass of products.
    Consider the reaction: CH4+_4 + 2O2 _2 \, →  \, CO2+_2 + 2H2_2O
    1. How many moles of H2_2O were produced if 2.5 moles of CO2_2 were produced?

    2. What is the mass of 2.5 moles of CO2_2?

    3. In a repeat experiment, 132 grams of CO2_2 were produced. What was the mass of water also produced?

Introduction to stoichiometry and moles
Jump to:NotesConceptFAQsPrerequisites
Notes
In this lesson, we will learn:
  • The mole concept and its importance to the amount of chemical substance.
  • To predict amounts of product made in a reaction with a given amount of reactant.
  • To apply and convert moles to find mass of reactants and products in reactions.
  • To calculate percentage composition by mass of atoms in a chemical substance.

Notes:

  • The stoichiometry of a reaction is the ratio of different amounts of each reactant that is needed to run a chemical reaction.
    As you should have seen previously, recall that:
    • Matter is particulate in nature; we call these matter particles atoms.

    • The 100 or so known unique atoms (the elements) can combine in unique arrangements of fixed ratios to form new chemical substances. This is what a chemical reaction is, and these combined arrangements of atoms are called molecules. The ratios of the different atoms combining does not depend on how the substance is prepared. This principle is known as the law of definite proportions or Proust’s law.

    • Reactions take place between fixed integer ratios of the reactants. For example, the reactants are two molecules of A and one atom of B which combine to make one molecule of product C. To make C, you need A and B in that ratio.
      This is like making a coffee: if the liquid in a coffee takes four parts hot water and one part milk, to make two servings you increase the amounts to make more but keep the ratio of them the same.

    We have two problems when finding amounts of reactants in chemistry:
    • Real atoms and molecules are far too small to count in an ordinary laboratory without special equipment.
    • Different atoms and molecules have different masses. 50 grams of one substance will not contain the same number of molecules as 50 grams of another.

    Stoichiometry is about knowing the ratios of different reactants in chemical processes and using measures like mass, volume and concentration to find the correct amounts we need to use to get the products we want.

  • Recall from Introduction to chemical equations that a chemical equation tells you the fixed ratio of reactants the reaction uses, and products that the reaction produces.
    • In the example below, we are being told that to produce 1 molecule of C, the reaction needs 1 molecule of A and 2 molecules of B in that fixed ratio. Again, like coffee with one part milk and four parts hot water: if you want to make coffee for two, you must add twice as much milk and water in the same ratio. This is what the “stoichiometry of the reaction” is.

    A + 2B   \, →  \, C

    The coefficients (the number before the chemical formulae) tell you how many molecules of that chemical are used in the reaction as a ratio with the others. If no number is there, it’s one molecule.

  • As said above, atoms are so small they cannot be counted with regular laboratory equipment, so chemists use mass which is easily measurable to get the amounts they need. The mass of a substance is related to the number of moles of the substance.

    • A mole is a fixed number of atoms known as Avogadro’s number – 6.02x1023 (six hundred and two billion trillion!). It is a number in exactly the same way that a dozen is the number 12 or a pair is the number 2. It’s just a very big number because atoms are tiny!

    In chemistry the molar mass of a substance is measured in grams per mole (gmol-1), for example carbon has the molar mass 12 g mol-1, meaning one mole of carbon atoms has a mass of 12 grams.
    Molar mass is known as atomic mass (Ar) for atoms and the periodic table contains this information for every element (e.g. 12 for C, 16 for O). Molar mass is known as molecular mass (Mr) for molecules, and it can be found by just combining the atomic masses of the atoms in the molecule (e.g. for O2, 16+16=32 g mol-1 for an O2 molecule).

    Using mass and molar mass we can find the number of moles in a sample:
    • For example, carbon dioxide or CO2 has a molecular mass of 44 grams per mole (g mol-1).
      That means that 1 mole (six hundred billion trillion molecules) of carbon dioxide has a mass of 44 grams. A sample of 22 grams of CO2 would be 0.5 moles of CO2.
    • The mole is important because we can now find out the correct amounts of substance needed in a reaction by using molar mass (from the periodic table) and mass which is very easy to measure.

    The equation to calculate number of moles is:

    moles (mol) = moles \, (mol) \, = \, mass (g)Mr (g mol−1)\large \frac{mass \, (g) } {M_{r} \, (g \, mol^{-1}) }

    Use the chemical equation to find the ratio of reactant moles to product moles (the reaction stoichiometry) and then find their relative masses. Now, you can predict the mass of any reactants required or products expected for any reaction scale.

  • The idea of fixed ratios of amounts of substance applies to atoms within compounds too. Compounds are formed by fixed ratios of elemental atoms combining and the method of preparation does not affect this (Proust’s law), so a given compound will always have the same composition by mass of its elements.
    • For example, no matter how you make CO2, its molar mass is 44 g mol-1 and O2 provides 32 g mol-1 of this mass. This is 73% of the mass of CO2 from oxygen; all CO2 molecules will be 73% oxygen as a percentage composition by mass.

    The equation to find percentage composition by mass is:

    % by mass = \, by \, mass \, = \, total mass of elements in compoundtotal molecular mass of compound ∗ 100 \frac{total\, mass \, of \, elements \, in \, compound} {total\, molecular \, mass \, of \, compound} \, * \, 100

    If given the percentage composition by mass, the equation can be re-arranged to help identify compounds by their empirical formula.

    For example, knowing the percentage composition of mass of a compound containing C and O would tell you if you have CO (a highly toxic gas!) or CO2 (a relatively harmless gas) judging by the mass ratios.

  • WORKED EXAMPLE: Using percentage composition to find empirical formula.

    • A compound containing has the following percentage compositions by mass:
    • Na, 43.5%
    • C, 11.3%
    • O, 45.2%

    Find the empirical formula of this compound.

    To find the empirical formula is found by dividing the percentages by mass by the atomic mass of the element. This is going to find the relative proportions of each atom, accounting for their different masses:

    Na

    C

    O

    % by mass

    43.5

    11.3

    45.2

    Atomic mass

    23.1

    12

    16

    Relative proportion

    1.88

    0.94

    2.825

    Empirical formula

    2

    1

    3



    Accounting for mass, the ratios of Na : C : O are 2 : 1 : 3, so the empirical formula of this compound is Na2CO3. This is sodium carbonate.
Concept

Introduction to Stoichiometry and Moles

Stoichiometry and moles are fundamental concepts in chemistry that form the backbone of quantitative analysis. Stoichiometry deals with the calculation of reactants and products in chemical reactions, while moles provide a standardized unit for measuring the amount of substance. Our introduction video offers a comprehensive overview of these crucial topics, serving as an essential starting point for students and enthusiasts alike. By watching this video, viewers will gain a solid foundation in understanding how atoms and molecules interact in chemical reactions. The importance of stoichiometry and moles in chemistry cannot be overstated, as they are integral to balancing equations, predicting reaction outcomes, and solving complex chemical problems. Mastering these concepts opens doors to advanced chemistry topics and practical applications in various scientific fields. Whether you're a beginner or looking to refresh your knowledge, this introduction to stoichiometry and moles will set you on the path to chemical mastery.

FAQs

Here are some frequently asked questions about stoichiometry and moles:

1. What is the basic introduction of stoichiometry?

Stoichiometry is the study of quantitative relationships between reactants and products in chemical reactions. It involves using balanced chemical equations to calculate the amounts of substances involved in reactions. The concept is based on the law of conservation of mass and allows chemists to predict the quantities of reactants needed or products formed.

2. How to do stoichiometry step by step?

To solve stoichiometry problems:

  1. Balance the chemical equation
  2. Convert given quantities to moles
  3. Use mole ratios from the balanced equation
  4. Convert moles of the desired substance to the requested unit
  5. Check your answer for reasonableness

3. Is stoichiometry hard?

Stoichiometry can be challenging for some students because it requires a solid understanding of several chemical concepts and mathematical skills. However, with practice and a step-by-step approach, it becomes more manageable. The key is to break down problems into smaller steps and understand the relationships between substances in chemical reactions.

4. How can I understand stoichiometry better?

To improve your understanding of stoichiometry:

  • Master the concept of moles and molar mass
  • Practice balancing chemical equations
  • Work through many example problems
  • Use dimensional analysis to organize your calculations
  • Visualize the reactions and quantities involved

5. What is the key to stoichiometry?

The key to stoichiometry is understanding and applying the mole concept. The mole serves as a bridge between the microscopic world of atoms and molecules and the macroscopic world of measurable quantities. By using moles, chemists can relate the number of particles to mass and volume, making it possible to perform calculations based on balanced chemical equations.

Prerequisites

Before diving into the fascinating world of stoichiometry and moles, it's crucial to have a solid foundation in certain prerequisite topics. One of the most important prerequisites for understanding stoichiometry is balancing chemical equations. This fundamental skill is essential because stoichiometry relies heavily on the use of balanced chemical equations to perform calculations and analyze chemical reactions.

Balancing chemical equations is the cornerstone of stoichiometry, as it ensures that the law of conservation of mass is upheld in chemical reactions. When you're working with stoichiometric calculations, you'll constantly refer to balanced chemical equations to determine the ratios of reactants and products. These ratios are crucial for calculating molar relationships, which are at the heart of stoichiometry.

Understanding how to balance equations also helps you grasp the concept of moles more easily. Moles are the units used to express amounts of substances in chemistry, and they play a central role in stoichiometric calculations. When you work with balanced chemical equations, you're essentially dealing with molar ratios, which form the basis for converting between different quantities in stoichiometry.

Moreover, the ability to balance equations enhances your overall comprehension of chemical reactions. This skill allows you to visualize how atoms and molecules rearrange during a reaction, which is fundamental to understanding stoichiometry. As you progress in your study of stoichiometry and moles, you'll find that your proficiency in balancing chemical equations will make complex stoichiometric problems much more manageable.

In addition, balancing equations introduces you to the concept of coefficients, which are crucial in stoichiometric calculations. These coefficients represent the relative amounts of reactants and products in a balanced equation, and they directly translate to molar ratios in stoichiometry. By mastering balanced chemical equations, you're setting yourself up for success in understanding and applying stoichiometric principles.

As you embark on your journey into stoichiometry and moles, remember that your ability to balance equations will be your constant companion. It will help you navigate through limiting reagent problems, yield calculations, and complex multi-step stoichiometric analyses. By solidifying your understanding of this prerequisite topic, you're building a strong foundation that will support your growth and success in more advanced chemistry concepts.