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Mastering LOGARITHM Integration in Record Time
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∞ ɱ α ƚ ԋ ҽ ɱ α ƚ ι ƈ ʂ ∞ 🇹🇭 on Instagram: "What is a logarithmic function? ► A logarithmic function has the form: f(x) = \log_b(x), where b > 0, b \neq 1 📝 Meaning: “To what power must we raise b to get x?” 📝 Example: \log_2(8) = 3 because 2^3 = 8 ▼ ❶ Graph behavior depends on the base b: ├─ If b > 1, the graph increases (e.g. \log_2(x), \log_3(x), \ln(x)) ├─ If 0 1 → steeper growth (e.g. \log_2(x)) ├─ Larger bases (e.g. \log_{10}(x)) → flatter growth ├─ Natural logarithm \ln(x) = \log_e(x)
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