
Course Overview
Course 1 gave you the mental model of decision intelligence. This course builds the first practical muscle: data literacy — the ability to read, question, and use data confidently without being a data specialist. You don't need to become an analyst. You need to become a thoughtful, sometimes skeptical, consumer of data, so that numbers inform your decisions instead of misleading them.
Learning Objectives
By the end of this course, you will be able to:
• Read and interpret common data presentations (tables, charts, percentages) with confidence
• Ask sharp questions about any data you're shown
• Recognize the most common ways data misleads — and how to catch it
• Distinguish correlation from causation in everyday claims
• Judge whether a piece of data is trustworthy enough to act on
Course Structure
• Lesson 1: What Data Literacy Really Means
• Lesson 2: Reading the Basics — Numbers, Percentages, and Averages
• Lesson 3: How Data Misleads
• Lesson 4: Correlation Is Not Causation
• Lesson 5: Questions to Ask Before You Trust Any Data
• Course Quiz (10 questions)
Sobre este curso
Estrutura do Curso
Lesson 1: What Data Literacy Really Means
Data literacy is one of the most valuable professional skills of our time, and one of the most misunderstood. People assume it means being good at math, or knowing how to build spreadsheets and charts. It doesn't. Data literacy is the ability to read data, question it, and use it well in your decisions. It's a thinking skill far more than a technical one.
Here's an analogy. Being able to read a language doesn't make you a novelist — but it lets you understand what others write, spot when something doesn't add up, and use written information in your life. Data literacy is the same. You don't need to produce sophisticated analysis. You need to understand the analysis others put in front of you, question it intelligently, and know when to trust it.
Why does this matter so much? Because in almost every organization, decisions are increasingly justified with data. Someone shows you a chart, quotes a percentage, points at a trend — and it feels authoritative. Numbers carry a sense of objectivity. But data can be incomplete, poorly measured, misleadingly presented, or simply wrong, and a person without data literacy takes it at face value. A data-literate person asks the right questions before acting.
The goal of this course is not to make you distrust all data — that's just a different kind of blindness. The goal is to make you a confident, discerning consumer of data: someone who can look at the numbers behind a decision and know whether they actually support it. That skill will serve you in every role you ever hold.
Lesson 2: Reading the Basics — Numbers, Percentages, and Averages
Before we catch how data misleads, we need to read it clearly. Three everyday tools carry most of the weight in business data — raw numbers, percentages, and averages — and each hides traps that trip up even smart people.
Raw numbers vs. context
"We gained 500 new customers this month" sounds like a lot. Is it? Without context, you can't know. Five hundred new customers is spectacular for a business with 1,000 customers and unremarkable for one with 500,000. A raw number means little until you compare it to something — last month, a target, a total, a competitor. The first habit of data literacy: whenever you see a raw number, ask "compared to what?"
Percentages — powerful and slippery
Percentages let you compare fairly across different sizes, which is why they're everywhere. But they hide two traps. First, a percentage means nothing without its base. "Complaints rose 100%" is alarming — until you learn they went from 1 to 2. Always ask: percent of what? Second, percentages of percentages confuse people. If a rate goes from 10% to 15%, that's a 5 percentage-point increase, but a 50% relative increase. Both are true; they sound very different; and people exploit the confusion. Notice which one is being used on you.
Averages — the most misused number in business
The average (mean) adds everything up and divides by the count. It's useful, but it can badly misrepresent reality. If nine people earn $40,000 and one earns $1,000,000, the average salary is $136,000 — a figure that describes no one in the room. A single extreme value drags the average away from what's typical. That's why the median (the middle value) is often more honest: here the median salary is $40,000, which actually reflects most people. Whenever you see an average, ask whether a few extreme values might be distorting it, and whether the median would tell a truer story.
None of this requires math skill — just the habit of pausing on numbers instead of swallowing them whole. Compared to what? Percent of what? Is the average hiding the typical? Three questions, and you're already reading data more carefully than most professionals.
Lesson 3: How Data Misleads
Data rarely lies outright. More often it misleads through how it's selected, measured, or presented — usually without anyone intending to deceive. Knowing the common patterns lets you catch them instantly.
Cherry-picking
Showing only the data that supports a conclusion while quietly omitting the rest. A chart that starts in the one year that makes a trend look great, ignoring the five years before it. The catch: ask what's outside the frame. What time period, what group, what cases were left out?
Misleading visuals
The same data can tell opposite stories depending on how it's charted. A y-axis that starts at 90 instead of 0 turns a tiny change into a dramatic cliff. A truncated scale, a cherry-picked color, a 3-D pie chart — visuals persuade before you've read a single number. The catch: read the axes and the scale before you react to the shape.
Survivorship bias
Drawing conclusions only from the cases that 'survived' to be measured, ignoring those that didn't. "Every successful founder took big risks" ignores all the risk-takers who failed and aren't in the story. The catch: ask who or what is missing from the data because they didn't make it into the sample.
Bad measurement
Data is only as good as how it was collected. A customer satisfaction score from a survey only unhappy people bothered to answer isn't measuring satisfaction — it's measuring anger. The catch: ask how the data was actually gathered, and who is and isn't represented in it.
Notice the pattern in every 'catch': you're asking what you're not being shown. Misleading data works by controlling the frame. Data literacy is the habit of looking just outside it — at what was omitted, how the axes are drawn, who's missing, and how the numbers were collected. Do that, and most misleading data reveals itself.
Lesson 4: Correlation Is Not Causation
This is the single most important idea in data literacy, and the most frequently violated. When two things move together, it is tempting — almost irresistible — to conclude that one causes the other. Very often, it doesn't.
Correlation means two things tend to change together. Causation means one actually makes the other happen. These are completely different claims, and confusing them leads to expensive mistakes.
A classic example: ice cream sales and drowning deaths rise and fall together across the year. They're correlated. Does ice cream cause drowning? Of course not. A third factor — hot weather — drives both. People eat more ice cream and swim more when it's hot. The correlation is real; the causal story is nonsense.
In business, this matters enormously. "Customers who use feature X spend more, so let's push everyone to feature X" assumes feature X causes higher spending. But maybe already-committed customers both spend more and use more features — the feature didn't cause the spending; a third factor (commitment) caused both. Push feature X on everyone and you may see no effect at all, having spent money on a false causal story.
Three things can explain a correlation: X causes Y; Y causes X; or a third factor Z causes both. Sometimes it's even pure coincidence — with enough data, unrelated things will correlate by chance. Before acting on 'A and B move together,' always ask: could B be causing A instead? Could something else be causing both? Is this just coincidence? Only careful reasoning — or a proper controlled test — can establish real causation.
You don't need statistics to apply this. You just need the reflex: whenever someone says 'these move together, so this causes that,' pause and ask whether a third factor might explain it, or whether the arrow points the other way. That single reflex will save you from a large share of bad decisions.
Lesson 5: Questions to Ask Before You Trust Any Data
Let's turn everything into a practical checklist. Whenever data is put in front of you to justify a decision, run through these questions. You don't need permission or expertise to ask them — and asking them out loud is one of the most valuable things you can do in any meeting.
1. Where did this data come from?
Who collected it, how, and when? Old data may no longer be true. Data collected by someone with a stake in the answer deserves extra scrutiny.
2. What's the sample — and who's missing?
Who or what is included, and who isn't? A conclusion about 'our customers' based only on the ones who answered a survey may not represent your customers at all.
3. Compared to what?
Is there a baseline, a target, a benchmark? A number without a comparison can't tell you whether it's good, bad, or normal.
4. Could something be distorting this?
Are extreme values dragging an average? Is the chart's scale exaggerating a change? Is a percentage hiding a tiny base?
5. Does the data actually support the claim being made?
This is the big one. Often the data is fine, but the conclusion drawn from it goes further than the data allows — especially by treating correlation as causation. Separate what the data shows from what someone wants it to mean.
You will not always get satisfying answers, and that's fine — sometimes the honest answer is 'we don't know,' which is itself valuable information. The point is not to reach certainty. It's to know how much weight the data can actually bear before you build a decision on it.
This is the essence of data literacy: not producing data, but being the person in the room who knows which questions to ask of it. Master these five questions and you'll make better decisions, catch costly errors before they happen, and earn a reputation as someone whose judgment can be trusted.
Course Summary
Key takeaways:
• Data literacy is a thinking skill — reading, questioning, and using data well — not a technical or math skill.
• Read the basics carefully: ask 'compared to what?', 'percent of what?', and whether an average hides what's typical.
• Data misleads through cherry-picking, misleading visuals, survivorship bias, and bad measurement — all defeated by asking what you're NOT being shown.
• Correlation is not causation: things moving together may be explained by a reversed arrow, a third factor, or coincidence.
• Five questions — source, sample, comparison, distortion, and whether the data supports the claim — let you judge any data before acting on it.
Next course: Turning Data into Decisions — Analysis & Interpretation, where you move from questioning data to drawing sound conclusions from it.
Course Quiz
10 questions. Recommended pass mark 70% (7/10). Hide the answer key from the student-facing version.
1. Data literacy is best described as:
A) Being skilled at math and statistics
B) The ability to read, question, and use data well in decisions
C) Knowing how to build charts and spreadsheets
D) Trusting data because numbers are objective
Answer: B. Data literacy is a thinking skill — reading, questioning, and using data — not a technical or math skill.
2. "We gained 500 new customers" is hard to evaluate because it lacks:
A) A percentage
B) A chart
C) Context — compared to what?
D) An average
Answer: C. A raw number means little until compared to a total, target, or prior period.
3. Complaints going from 1 to 2 could be reported as a 100% increase. This shows that percentages:
A) Are always misleading
B) Mean little without knowing the base they're calculated from
C) Should never be used
D) Are the same as averages
Answer: B. A percentage is meaningless without its base — 'percent of what?'
4. Nine people earn $40,000 and one earns $1,000,000. The MEAN salary ($136,000) is misleading because:
A) The median would be higher
B) One extreme value pulls the average away from what's typical
C) Averages are always wrong
D) The sample is too large
Answer: B. A single extreme value drags the mean; the median ($40,000) better reflects the typical case.
5. Concluding 'every successful founder took big risks' while ignoring risk-takers who failed is an example of:
A) Correlation
B) Cherry-picking a percentage
C) Survivorship bias
D) A misleading average
Answer: C. Survivorship bias draws conclusions only from those who 'survived' into the data.
6. A chart whose y-axis starts at 90 instead of 0 is an example of:
A) Bad measurement
B) A misleading visual that exaggerates change
C) Survivorship bias
D) Causation
Answer: B. Truncated axes make small changes look dramatic — read the scale before reacting.
7. Ice cream sales and drowning deaths rise together because of hot weather. This illustrates that:
A) Ice cream causes drowning
B) A third factor can cause two correlated things
C) Correlation always means causation
D) The data was cherry-picked
Answer: B. A third factor (hot weather) drives both — correlation without causation.
8. Which is NOT one of the three explanations for a correlation between A and B?
A) A causes B
B) B causes A
C) A third factor causes both
D) A and B can never be related
Answer: D. Valid explanations are: A→B, B→A, or a third factor drives both (plus possible coincidence).
9. The MOST important question to ask of data justifying a decision is often:
A) Is the chart colorful?
B) Does the data actually support the claim being made?
C) Who made the slide?
D) Is it a big dataset?
Answer: B. Frequently the data is fine but the conclusion overreaches — especially by treating correlation as causation.
10. If the only honest answer to 'how reliable is this data?' is 'we don't know,' that is:
A) Useless and should be ignored
B) Valuable information that should affect how much you rely on the data
C) A reason to trust the data more
D) Never acceptable
Answer: B. Knowing the limits of your data is itself useful and should shape how much weight you give it.
Pré-requisitos
Não há pré-requisitos. Este curso foi desenvolvido para iniciantes.
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