Mendeleev · Chemistry pathway · level 2

Stoichiometry: reading an equation as a ratio

Coefficients in a balanced equation express ratios between amounts of substance. They connect moles of reactants and products.

The essential idea

Coefficients in a balanced equation express ratios between amounts of substance. They connect moles of reactants and products.

Example

In 2 H₂ + O₂ → 2 H₂O, two moles of H₂ react with one mole of O₂ to form two moles of H₂O in the idealized model.

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Mini problem

If you have 4 mol H₂ and enough O₂, how many moles of water can form?

Show the solution

The H₂:H₂O ratio is 2:2, so 4 mol H₂ can form 4 mol H₂O.

Common mistake

Do not replace reasoning with a memorized rule. Always check geometry, units, coefficients or model assumptions.

Guided exercise

In 2 H₂ + O₂ → 2 H₂O, how many moles of O₂ are needed to consume 6 mol H₂?

Show the detailed solution

The H₂:O₂ ratio is 2:1. Therefore 6 mol H₂ require 3 mol O₂.

Avoid this

Coefficients give amount-of-substance ratios, not grams directly.

Method

Stoichiometry in four questions

Balance the equation, convert to moles, apply the coefficient ratio, then convert to the requested unit.

Key idea

Stoichiometry: reading an equation as a ratio

Key idea

Stoichiometry: reading an equation as a ratio

n = m/M

Coefficients in a balanced equation express ratios between amounts of substance. They connect moles of reactants and products.

Guided example

Stoichiometry: reading an equation as a ratio

Coefficients in a balanced equation express ratios between amounts of substance. They connect moles of reactants and products.

Put it into practice

Stoichiometry: reading an equation as a ratio

Choose a concrete case linked to Stoichiometry: reading an equation as a ratio. Write down the known information, what you are trying to find, and the units. Then state the rule, model or trend you will use. If a calculation is involved, keep the units visible at every line; if it is conceptual, state what changes and what remains fixed.

Check your answer

A strong answer contains four things: the starting situation, the variable that changes, the direction or numerical result, and one check. The check can be a unit, an order of magnitude, a limiting case or a comparison with a familiar example.