An artist has decided to nish their piece of artwork by balancing it on a chrum and putting it on display. The artwork has constant density and must be balanced at its centroid. The shape of the artwork was created on a computer program then casted and fabricated. The following equation was put into the computer to generate the shape: y=35in(rm:]+4boundedbyx=,x=2,andy= Draw the Lamina in an 35}: plane and put a dot where the centroid should be. Show.r all work and formulas you are using. The centroid is at (E, g}, where E El || Find the centroid of the region bounded by the graphs of the functions y = 5 sin(#), y = -x, and I = 1 2 and touching the origin. The centroid is at (, y) where T = y =