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d = -1 The region R is bounded by the x-axis, y-axis, and the line in the graph and has a constant density. To find the centroid of the region you would compute S SR dA = Så fa(®) dydx, få fa(z) x dydx, and rq(x) p(x) p(x) 1(x) Sy dyda where p(x) p(x) q(x) Så falz) dydx 1(x) p(x) = 1/0 = -1 = få fa(z) x dydx Jp(x) Så Sa fal y dydx p(x) 1,0 = = R

d = -1 The region R is bounded by the x-axis, y-axis, and the line in the graph and has a constant density. To find the centroid of the region you would compute S SR dA = Så fa(®) dydx, få fa(z) x dydx, and rq(x) p(x) p(x) 1(x) Sy dyda where p(x) p(x) q(x) Så falz) dydx 1(x) p(x) = 1/0 = -1 = få fa(z) x dydx Jp(x) Så Sa fal y dydx p(x) 1,0 = = R

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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-1 110 = -1 The region R is bounded by the x-axis, y-axis, and the line in the graph and has a constant density. To find the centroid of the region you would compute S SR dA= Sd fa(²) dydx, få fax dydx, and •q(x) p(x) p(x) Sd Salz) y dydx where q(x) Jp(x) = d p(x) q(x) •q(x) fd f(x) dydx fa(z) x dydx Sd p(x) •q(x) fdf) y dydx p(x) = = R =
Transcribed Image Text:-1 110 = -1 The region R is bounded by the x-axis, y-axis, and the line in the graph and has a constant density. To find the centroid of the region you would compute S SR dA= Sd fa(²) dydx, få fax dydx, and •q(x) p(x) p(x) Sd Salz) y dydx where q(x) Jp(x) = d p(x) q(x) •q(x) fd f(x) dydx fa(z) x dydx Sd p(x) •q(x) fdf) y dydx p(x) = = R =
d The region R is bounded by the x-axis, y-axis, and the line in the graph and has a constant density. To find the centroid of the region you would compute rd S SRdA = Sd fa(z) dydx, fd (2) x dydx, and Jp(x) p(x) fdf) y dydx where pq (x) Jp(x) - IS -1 Y 1 = 140 p(x) q(x) få falz) dydx Jp(x) Sd fa(z) x dydx Sd f(x) y dydx = T = = and finally the centroid is = R
Transcribed Image Text:d The region R is bounded by the x-axis, y-axis, and the line in the graph and has a constant density. To find the centroid of the region you would compute rd S SRdA = Sd fa(z) dydx, fd (2) x dydx, and Jp(x) p(x) fdf) y dydx where pq (x) Jp(x) - IS -1 Y 1 = 140 p(x) q(x) få falz) dydx Jp(x) Sd fa(z) x dydx Sd f(x) y dydx = T = = and finally the centroid is = R
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