The St. Petersburg Paradox and Expected Utility
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YouTubeJustin Eloriaga
The St. Petersburg Paradox and Expected Utility
This video highlights Daniel Bernoulli's "St. Petersburg Paradox" problem in the context of financial economics leading to the fall of the expected value criterion and the rise of the expected utility approach. Created by Justin S. Eloriaga
7.7K viewsOct 20, 2020
Bernoullis Equation Explained
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Bernoulli’s Principle ✈️💨 Bernoulli’s Principle states that as the speed of a fluid (like air or water) increases, its pressure decreases. 🌬️⬆️📉 This principle, discovered by Daniel Bernoulli, explains many everyday phenomena! 🧠✨ Key Idea 📝 When a fluid moves faster, it creates lower pressure. Slower-moving fluid has higher pressure. 🔄 Real-Life Applications 🌍 ✈️ Airplane Wings: Faster air above the wing = lower pressure, slower air below = higher pressure → lift is created! 🛫 🏎️ Race C
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Bernoulli’s Principle ✈️💨 Bernoulli’s Principle states that as the speed of a fluid (like air or water) increases, its pressure decreases. 🌬️⬆️📉 This principle, discovered by Daniel Bernoulli, explains many everyday phenomena! 🧠✨ Key Idea 📝 When a fluid moves faster, it creates lower pressure. Slower-moving fluid has higher pressure. 🔄 Real-Life Applications 🌍 ✈️ Airplane Wings: Faster air above the wing = lower pressure, slower air below = higher pressure → lift is created! 🛫 🏎️ Race C
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Jump to key moments of Bernoulli Expected Utility Function Stat

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