Three doors, one car, two goats. The host opens a goat door. Should you switch?
Tre porte, una macchina, due capre. Il conduttore apre una porta. Conviene cambiare?
Pick a door!
Your results: (play at least 10 rounds!)
A parent says: "I have two children. At least one is a boy." What is the probability both are boys?
Un genitore dice: "Ho due figli. Almeno uno è maschio." Qual è la probabilità che entrambi siano maschi?
What do you think? Pick your answer:
How many people needed in a room for a >50% chance of a shared birthday?
Quante persone servono per avere più del 50% di probabilità di un compleanno condiviso?
Your guess: How many people are needed?
A trend in every subgroup can reverse when data is combined.
Una tendenza in ogni sottogruppo può invertirsi quando i dati vengono aggregati.
Berkeley 1973: Look at the overall admissions data.
| Men | Women | |
|---|---|---|
| Applied | 8,442 | 4,321 |
| Admitted | 44% | 35% |
Based on this data, do you think there was gender discrimination?
Any two people on Earth are connected through at most ~6 intermediate acquaintances.
Qualsiasi persona al mondo può essere raggiunta attraverso circa 6 conoscenti intermedi.
How many steps do you think it takes to connect any two people on Earth through acquaintances?
Learn Python by simulating all five probability paradoxes. No programming experience needed!
Impara Python simulando tutti e cinque i paradossi. Nessuna esperienza di programmazione richiesta!
24-page step-by-step guide with code, plots, and challenges.
Apri Tutorial (PDF)Opens in a new tab. You can also download it.
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