Objects "mAmA" and "mBmB" have the same mass, and "mCmC" has double the mass of "mAmA". Which of the following locations best represents the object's center of mass? 5 3 4 1 2 The image features a diagram divided into three main sections labeled as \( m_A \), \( m_B \), and \( m_C \). - The section \( m_A \) is located on the left side.- The section \( m_B \) is positioned at the bottom.- The section \( m_C \) is on the right side.Within the central area, there are five marked points, each represented by a number followed by the symbol \(\otimes\). These points are labeled as follows:1. \( 1.) \, \otimes \)2. \( 2.) \, \otimes \)3. \( 3.) \, \otimes \)4. \( 4.) \, \otimes \)5. \( 5.) \, \otimes \)This setup might represent a binning, mapping, or specific data allocation in a project involving these three categories, \( m_A \), \( m_B \), and \( m_C \).

Name: Objects "mAmA" and "mBmB" have the same mass, and "mCmC" has double th
Uploaded: 2024-03-20T06:57:37.000Z
Channel: Bartleby
Description: Objects "mAmA" and "mBmB" have the same mass, and "mCmC" has double the mass of "mAmA". Which of the following locations best represents the object's center of mass? 5 3 4 1 2 The image features a diagram divided into three main sections labeled as

The position of the given system’s center of mass (C.O.M) can be found as, Here, m, x, and y represent the mass, position along the x-axis, and position along the y-axis, respectively. Let us consider the origin at the position of mA, that is, xA = 0. Also, the mass of mA is m. Let the object mC be at a distance L from the origin. Now, the x-coordinate of C.O.M can be found as, Substitute the relevant values. Now, along the y-axis, Let the y position of the C.O.M of mA and mC be h from the origin. Thus, substituting the relevant values to ycom. Thus, the position of C.O.M is (5/8 L, ¾ h). Thus, the appropriate position of the C.O.M is (4).