Question: Locate the centroid y of the area whose equation is y=1/x bounded by the x axis, and the line x=.5 inches. The height of the area starts at 2 inches high at x=.5 inches, and slopes down to 0.5 inches high at x=2 inches. The length of the shape is 1.5 inches.

Solution Summary

This solution is comprised of a detailed step-by-step response, which includes all the equations and variables necessary for solving the problem. In order to view the solution, a Word document needs to be opened.

... Note that Areas 1, 2, 3 all have their centroid y component at y=0.... (please see the ... In this case the neutral axis is located at the mid-section of the I beam ...

... The region in the first quadrant bounded by the graphs of y = x and Figure 20.1 is rotated around the line y = x. Find (a) the centroid of the region and (b ...

... From an arbitrary point O that is not a vertex of triangle ABC, you may take it as a given fact that the location of the centroid of triangle ABC is the vector ...

... surface areas and then multiply by the shell's thickness C) Find the difference ... What are the spherical coordinates of the centroid of a hollow sphere with wall ...

... 4. The centroid of a planer figure is the same as its: A) moment. ... 6. The first steps to solving Integral 5/(2x+1)(x-2) dx is to find the constants, A and B, in ...

... y Now looking at Fig.2a beam cross section, we find it is 200mm (h) tall ... on the distance of the surface (top or bottom) of the beam from Centroid Axis (thru ...

... Show all relevant coordinates (centroid, asymptotes, crossovers with Inn axis, if any, break-away/break-in coordinates, if any). 2. Find the value of the ...

... Solution:- First, let us try to find the volume of a tetrahedron each of ... Therefore G is the circumcentre and hence centroid of the equilateral triangular base ...