Discrete vs. Continuous Functions | Differences & Examples

Get Master at Math on Instagram: "🌌 Sum vs Integral: The Discrete vs Continuous Showdown! ⚖️ • A sum (Σ) adds up separate values — like counting steps or stacking blocks. 🧱 • An integral (∫) adds up infinitely small pieces — like filling an area under a smooth curve. 🌊 ✨ The difference? Sums handle discrete data, while integrals handle continuous change. Together, they form the bridge between algebra and calculus! 🌉 • Where they’re used: 📈 Statistics – Discrete vs continuous probabilities �

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