An object of mass M is in the shape of a triangle whose dimensions are shown...
The thin flat object depicted in the figure is in the shape of an isosceles triangle of uniform thickness and density. The triangle has a base of length b and a height h. Find the location of the object's center of mass :h
plate of mass M is in the shape of a tiangle. Pick the corredt answer(s) from the ollowing The center of mass of the plate can never coincide with the centroid of the plate Even if the density of the plate is non-uniform, the center of mass of the plate always coincides with the centroid of the plate as long as the plate is in the shape of an equilateral triangle uniform It is possible that the center of mass...
Write a user-defined MATLAB function that will calculate the area/volume of a shape whose dimensions are given by the user. This function will be able to calculate the area for 2D objects like a triangle or a rectangle and 3D objects such as a box. The name of the function will be findArea and it will have four input arguments. The first input argument will be the length. The second input argument will be the width. The third input argument...
College Physics- Center of Mass? The objects in the figure below are constructed of uniform wire bent into the shapes shown (Figure 1) . Each peice has a length of 0.15 . There are two objects that we need to figure out the x- and y-coordinates of the center of mass of the object . Assume the origin to be at the bottom left point. Help please 1. the first object is like a l_l the wires are connected in...
SI Session 32 (ii) Calculate the center-of-mass' X-position for (m) the 2-D shape rocket shown to the right. The 0.75 dimensions of the objects are shown in meters. Determine the position of the center-of-mass along x σ kg/m2 which should cancel. Assume the areal density is -0.7
find dimensions of a triangular shape given lenght and a right triangle 12 inch legs
1. (25 pts.) Three particles are at the vertices of a rigid, massless equilateral triangle, whose sides are L = 4.0 m. Their masses are mi = 10 kg, m2 = 20 kg and m3 = 30 kg. a. Find the x and y coordinates of the center of mass of the system, with respect to the point P halfway along the base. b. Find the moment of inertia if the system is free to rotate around an axis down...
5. The uniform crate of an unusual shape as shown below has a total mass of 70 kg. It rests on a cart. The friction between the crate and the cart is strong enough to make the crate tip rather than slide under a high acceleration. 1.0 m a. Define x-y coordinates on the crate, and determine the crate's mass center relative to the origin of the X- y coordinates. (10 pts) b. Draw a free body diagram and kinetic...
The figure below shows a thin, uniform bar whose length is L and mass is M and a compact hard sphere whose mass is m. The system is supported by a frictionless horizontal surface. The sphere moves to the right with velocity vector v, and strikes the bar at a distance 1/4L from the center of the bar. The collision is elastic, and following the collision the sphere is at rest. Find the value of the ratio m/M.