2 Pes For This Homework You Need To Find Twice The Location Of The Centroid Of This Surface The Geometry Is Defined By 1 (70.17 KiB) Viewed 32 times
2 Pes For This Homework You Need To Find Twice The Location Of The Centroid Of This Surface The Geometry Is Defined By 2 (41.97 KiB) Viewed 32 times
2 PES For this homework, you need to find twice the location of the centroid of this surface. The geometry is defined by the blue surface, X1=3 cm, X2=6 cm, X3=9cm and y1=5 cm. Y. С g yo x. 22 1) Use the integral method to find the location of C. a) Find the functions y(x) and (y) of the 3 lines. b) Using one integral, find the area of the surface. c) Using integrals, find xc and yc, the location of the centroid of the surface. 2) Use the composite bodies method to find the location of C a) Find the area of each usual shape and the total area. b) Find the location of the centroid of each shape.
Y С yo 9c 22 1) Use the integral method to find the location of C. a) Find the functions y(x) and x(y) of the 3 lines. b) Using one integral, find the area of the surface. c) Using integrals, find xc and yo the location of the centroid of the surface. 2) Use the composite bodies method to find the location of a) Find the area of each usual shape and the total area. b) Find the location of the centroids each shape. c) Find xc and yc, the location of the centroid of the surface. In the box below enter Xc, the abscissa of the centroid C in cm. with 2 decimals.
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