Area Enclosed by Logarithmic Curve and Horizontal Lines

Math Problem Statement

y = ln(x-1)와 y축 및 y = -1, y = 2로 둘러싸인 부분의 넓이는?

The problem is asking to calculate the area enclosed by the curve $y = \ln(x-1)$ , the $y$ -axis, and the horizontal lines $y = -1$ and $y = 2$ .

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Logarithmic Functions
Area Calculation
Integration

y = ln(x-1)
Area between curves: A = ∫ from a to b of (f(x) - g(x)) dx

Fundamental Theorem of Calculus

Grades 11-12

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