Consider the region R bounded by y = Arctanx, x = 1, and the x -axis. Suppose that R has its centroid at (x, y). The x coordinate of the centroid is equal to Sy(1- tan y)dy 2³ (1 - tan y) dy (1 - tan² y) dy 25 (1 - tan y)dy (Arctanx)² da 2¹ Arctanxdx SxArctanxdx 2 Arctanxdx

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 12T
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Consider the region R bounded by y = Arctanx, x = 1, and the x -axis. Suppose that R has its centroid
at (x, y).
The x coordinate of the centroid is equal to
√³ y(1 – tan y)dy
2³ (1 - tan y) dy
(1 - tan² y) dy
25 (1 - tan y)dy
(Arctanx)² da
2¹ Arctanxdx
SxArctanxdx
2 Arctanxdx
Transcribed Image Text:Consider the region R bounded by y = Arctanx, x = 1, and the x -axis. Suppose that R has its centroid at (x, y). The x coordinate of the centroid is equal to √³ y(1 – tan y)dy 2³ (1 - tan y) dy (1 - tan² y) dy 25 (1 - tan y)dy (Arctanx)² da 2¹ Arctanxdx SxArctanxdx 2 Arctanxdx
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