1. The problem statement, all variables and given/known data The machinist's square shown in the figure consists of a thin, rectangular blade connected to a rectangular handle. Determine the x and y coordinates of the center of gravity. Let the lower corner be x=0, y=0. 2. Relevant equations x_cg = (m_1 * x_1)+(m_2 * x_2)...../(m_1+m_2+.......) y_cg = ............................... (same thing, but y) 3. The attempt at a solutionp I have gotten an answer, but it is not matching up with the back of the book. Here are the numbers I used to get my answer: x_1 = 4cm x_2 = 12cm y_1 = 11cm y_2 = 3.0cm for x_cg I have: [(4cm*40g)+(12cm*80g)] / (40g+80g)= 9.3cm for y_cg I have: [(11cm*40g)+(3.0cm*80g)] / (40g+80g)= 5.67cm What did I do wrong? Thank you for any help!