Determine the second moments with respect to x- (hori zontal) and y- (vertical) axes through the centroid of 36 21 21 mm 21 21 mm mm mm
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- Find the location of the centroid of the built up section (X̄ , Ȳ) composed of a C380x74 channelwelded to a W360x122 I-beam. Calculate the moment of inertia (second moment of area) of the builtup beam about both its centroidal axes.Find the location of the centroid and moment of inertia with respect to centriodal axesDetermine the moment of inertia in __ x 107 mm4 about the centroidal y-axis.0
- Determine the moments of inertia Ix and Iy of the area shown with respect to centroidal axes respectively parallel and perpendicular to side AB.Determine the solution for the bar forces in the truss shown when P = 1 kip and x = 5 ft: AC = -1732.05 AB = 2000 BC = -866.03 BD = 2500 DC = 2020.73 EC = -3175.43Calculate the moment of inertia for Ix and Iy relative for centroid
- Find the centroid of the surface relative to the bottom corner left Find the moment of inertia about a horizontal axis that passes through the centroidB. In Fig. below; rod AB rotates about an axis through A and is connected to block D by a flexible and inextensible cable. Determine the linear velocity of block D when 0 = tan! ( 3 /4 ), and the angular velocity of AB is 2.5 rad / sec counterclockwise. Fig.2.B Bdetermine the moment forve F about point O. The force has a magnitude of 800N and coordinate direction angles of alpha=60deg, beta=120deg, and gamma=45deg. Express the result at a cartesian vector.
- For the beam shown, determine the rotation at point C by placing a unit couple at C in the virtual system.Find the position of the centroid as well as the moment of inertia with respect to a horizontal axis passing through the centroid in two different ways: (a) By adding the areas. (b) Considering the absence of area as a negative area Answer: 1503.79cm4Calculate the centroid relative to x and y and calculate moment of inertia for Ix and Iy