Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN: 9781285741550
Author: James Stewart
Publisher: Cengage Learning
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Find the area of the region

### Consider the following equations. \[ f(y) = \frac{ y }{ \sqrt{9 - y^2} } \] \[g(y) = 0\] \[ y = 2 \] This image presents three mathematical expressions. The first equation, \( f(y) \), represents a function involving a fraction where the numerator is \( y \) and the denominator is the square root of \(9 - y^2\). The second equation, \( g(y) \), is a simple function equated to zero. The third equation defines the variable \( y \) as equal to 2.
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Transcribed Image Text:### Consider the following equations. \[ f(y) = \frac{ y }{ \sqrt{9 - y^2} } \] \[g(y) = 0\] \[ y = 2 \] This image presents three mathematical expressions. The first equation, \( f(y) \), represents a function involving a fraction where the numerator is \( y \) and the denominator is the square root of \(9 - y^2\). The second equation, \( g(y) \), is a simple function equated to zero. The third equation defines the variable \( y \) as equal to 2.
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