Determine the vertical distance from the lower edge of the built-up wooden beam to the location of the centroid. 2.50" 20" I 2.50" H 12" 15" 2.50" Answer: H = i in.
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- The X coordinate of the centroid of an isosceles triangle of base b and height h is Select one: h/3 h/2 b/3 b/2The Y coordinate of the centroid of an isosceles triangle of base b and height h is Select one: 2h/3 b/2 h/2 h/3Solve for the x-component (in cm) of the centroid if that a=86.5cm, b=92.1cm, and r=57.7cm.
- A homogeneous wire is bent into the shape as shown. Determine the location of the centroid (bar x and bar y) from the reference axesFrom the given section shown. A. Which of the following gives the cross section area of the shaded section. B. Which of the following gives the location of the centroid from the y-axis. C. Which of the following gives the location of the centroid from the x-axis?a. Determine the distance of the centroid of the T-section of a cast iron beam from its base.b. What should be the width of the flange so that the centroid of the T-section is 2.5 in above the base?
- If the cross-sectional area of the beam is 8400 mm2 and the y coordinate of the centroid of the area is = 90 mm, determine the following: 26.1 The dimension of b is _______ in mm. 26.2 The dimension of h is _______ in mm.Calculate the centroid for the shaded portion of the figure as shown . Take b = 90 mm, b1=50 mm, b2 = 25 mm, h= 80 mm, h1=40 mm and R= 16 mm The Centroid in mm is Answer for part 1 The Centroid in mm isA block of stone is cut so that its cross‑section is a parallelogram. The width of the bottom side is ?=0.655 m, the height of the top of the block is ℎ=0.915 m, and the top right corner overhangs a distance ?oh=0.195 m from the bottom corner as shown. Assume that the block is of uniform density, so that the center of gravity of the block is located at the geometric center.
- Use integration to determine the coordinates of the centroid of the plane region shown. Answer: x̄=2.94 in., ȳ=2.03 in.Using the figure shown below, determine the following: a. Centroid of the given figure with respect to reference axes b. Centroid of the line with respect to reference axesFind the distance ȳ to the centroid of the cross-sectional shape, given: L1 = 460 mm, L2 = 90 mm, L3 = 105 mm, L4 = 100 mm, L5 = 660 mm