
Welcome. Before you compute a single number, it helps to know what this course is really about, how it is built, and how to get the most from the hours ahead. This short chapter sets you up so that every later step feels like a natural next move rather than a surprise.
Most wrong numbers do not look wrong. A percentage can be calculated flawlessly and still answer the wrong question; an average can be computed perfectly and still mislead. The result sits there looking confident, and nobody spots the problem, least of all the person who produced it.
This course is built on a simple idea: computing a number and trusting a number are two different skills. Anyone can push figures through a formula. What makes a result defensible is the habit of checking it: asking whether you chose the right quantity in the first place, whether the answer is even the right size, and whether a second route gives you the same figure. That is why checking your own work, rather than raw calculation speed, is the skill this course cares about most.
This course was created by the OpenClassrooms Team with the help of artificial intelligence.
The course teaches one transferable method in two parts, and the two parts do different jobs.
Part 1, Compute Core Quantities, helps you choose the right quantity for a question and compute the core single-dataset numbers correctly: totals and shares, an honest average, and percentages and change.
Part 2, Compare, Interpret, and Verify Computations, helps you turn raw counts into fair rates for comparison, read what your results do and do not say, and build a repeatable correctness-check habit, all pulled together on one full worked case.
Alongside this course sits a related skill: reading, collecting, and representing data itself. This course does not re-teach that; the companion course Improve your Data Literacy covers it. You do not need it to follow along, but the two fit together naturally.
A few habits will make the hours you invest pay off.
Read the worked examples slowly. Each chapter works a fresh everyday example, and the last chapter brings the whole method together on one case from start to finish, which is where the moves become concrete.
Do the “Your Turn!” checks before reading the model solution. These checks are for your own learning only. They are not graded and carry no stakes, so treat a wrong first attempt as useful information, not failure.
Practice on your own numbers. The method is transferable on purpose, so once you have seen it work on the course examples, try it on a real question you actually care about.
You will notice the examples come from everyday life, personal budgets, training logs, community groups, rather than any single job or industry. That is deliberate: the point is a way of working with numbers that you can carry into any subject.
Computing a number and trusting a number are two different skills, and this course focuses on the second.
Checking your own work, not calculation speed, is the habit that makes a result defensible.
The course teaches one four-move method: choose the quantity, compute it, read it, then check it.
Part 1 covers the core single-dataset quantities; Part 2 covers fair comparison, interpretation, and the check habit.
The “Your Turn!” checks and part quizzes are for self-assessment only and carry no stakes.
Now that you know how the course works, let’s start with the first move: choosing the right quantity for the question you actually want to answer.