Comsder the rectingle [0,1]-[0,1), its dosity is given by p(x.y)=Kc**Y if we Know that o Jo (Kem") ddy= K (e-1)* with N qs q constant Pind The integrals that help to find the Center of mass k A) 7 = (e – 1)² /. I I (kye*+")dædy (kæe*+y)dydx ^ j = (e – 1)2 1 B) T = 1 К(е — 1)2 I| (kye*+")dxdy ^ = k(e – 1)2 (kxe"+v)dydx 1 C) 7 = 1 (kxe"+v)dydx ^ j = k(е — 1)2 k(e – 1)² , /, (kye"+v)dxdy D) 7 = k(e – 1)² / (kre*+v)dyd.x ^ g= k(e – 1)² / / (kyetv)drdy
Comsder the rectingle [0,1]-[0,1), its dosity is given by p(x.y)=Kc**Y if we Know that o Jo (Kem") ddy= K (e-1)* with N qs q constant Pind The integrals that help to find the Center of mass k A) 7 = (e – 1)² /. I I (kye*+")dædy (kæe*+y)dydx ^ j = (e – 1)2 1 B) T = 1 К(е — 1)2 I| (kye*+")dxdy ^ = k(e – 1)2 (kxe"+v)dydx 1 C) 7 = 1 (kxe"+v)dydx ^ j = k(е — 1)2 k(e – 1)² , /, (kye"+v)dxdy D) 7 = k(e – 1)² / (kre*+v)dyd.x ^ g= k(e – 1)² / / (kyetv)drdy
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 39RE
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! Take into account the order of integration !
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