For the area A. we know the centroid\'s (C) location, area, distances between th
ID: 1845339 • Letter: F
Question
For the area A. we know the centroid's (C) location, area, distances between the four parallel axes, and the Moment of Inertia (Mol) about axis 1. We can determine the Mol about axis 2 by applying the parallel axis theorem Directly between the axes 1 and 2. Between axes 1 and 3 and then between the axes 3 and 2. Q Between axes 1 and 4 and then axes 4 and 2. None of the above. For the same case, consider the Mol about each of the four axes. About which axis will the Mol be the smallest number? Consider a particle of mass 1 kg located at point P. whose coordinates are given in meters. Determine the MMI of that particle about the z axis. A particle Q of mass 2 kg is located 1 m down the y-axis. What are the MMI of the particle about the x. y. and z axes, respectively? Consider a rectangular frame made of four slender ban with four axes (.Z_y, Z_Q. Z-,: and zExplanation / Answer
1 -> B ,in parallel axis theorem and moment of inertia about centroid is required.
2---> C beacuse about rest of the axis some value is added to the MI about axis 3 in parallel axis theorem.
3 --> MMI = r*r*Mass = 1*6*6= 36 kg.m^2
4---> MMI of particle is (2,0,2 ) because about axis r is zero and use above formula for Ix and Iz.
5---> Zs because its distance is greatest from every particles as compared to others.