6 m 6 cm 12 om 6 cm 18 cm 12 cm 6 cm
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A: For solution refer below images.
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A: For solution refer below images.
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A: For solution refer below images.
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A: For solution refer below images.
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- From the given orthographic drawing below of a machine element, determine the x, y and z coordinates of the centroid of the given figure below." Locating the Centroid of an Area " Please locate the centroid of the shaded area ABC the radian is alpha=0.9273 radian and betha=0.6435 radian. the radius of the i thinks it's semi circle DAC is 300mm sorry if I'm wrong if it is not semicircle Thankyou!16 - Find the center of gravity M of the three dimensional homogeneous wire ABCD using the coordinate set (x, y, z) in the figure. The dimensions of the wire are a = 20 cm, b = 30 cm. Which of the following is the correct coordinate of the homogeneous wire on the y axis?A) 17.14B) 12.33C) 13.71D) 15.29E) 14.43
- Locate the centroid of the plane area shown if r = 46 in. X¯¯¯�¯ : 1.07 Numeric Response 1.Edit Unavailable. 1.07 correct.in. Y¯¯¯�¯ : 20.8 Numeric Response 2.Edit Unavailable. 20.8 correct.in. The horizontal x-axis is drawn through the centroid C of the area shown, and it divides the area into two component areas A1 and A2. Determine the first moment of each component of area with respect to the x-axis if w = 50 mm and b = 25 mm. The first moment of the area above the x-axis is 53 Numeric Response 1.Edit Unavailable. 53 correct.× 103 mm3. The first moment of the area below the x-axis is -53 Numeric Response 2.Edit Unavailable. -53 correct.× 103 mm3.24 Identify the centroid of the given semi circle if value of r = 10 as shown in figure.2 a. Y= 5.65 b. Y= 3.56 c. Y= 4.24 d. Y= 2.55Locate the centroid of the plane area shown if r = 40 mm. X¯¯¯�¯ : -6.7 Numeric Response 1.Edit Unavailable. -6.7 correct.mm Y¯¯¯�¯ : 58.1 Numeric Response 2.Edit Unavailable. 58.1 correct.mm A thin, homogeneous wire is bent to form the perimeter of the figure indicated. Locate the center of gravity of the wire figure thus formed if h = 54 mm. X¯¯¯�¯ : 41.2 Numeric Response 1.Edit Unavailable. 41.2 correct.mm Y¯¯¯�¯ : 30.2 Numeric Response 2.Edit Unavailable. 30.2 correct.mm
- Find the centroid about the cartesian axes shown in the figure A. x coordinate is 0 and y component is 110.3 mm B. x coordinate is 0 and y component is 91.3 mm C. x coordinate is 0 and y component is 125.3 mm D. x coordinate is 0 and y component is 142.3 mmThe coordinates of the centroid of the line are = 332 and = 102. Use the first Pappus Guldinus theorem to determine the area, in m2, of the surface of revolution obtained by revolving the line about the x-axis. The coordinates of the centroid of the area between the x-axis and the line in Question 9 are = 357 and = 74.1. Use the second Pappus Guldinus theorem to determine the volume obtained, in m3, by revolving the area about the x-axis.Use the method of composite parts to determine the x and y coordinates of the centroidof the shape shown to the right. Give the coordinates in terms of the origin point at the bottom left of the figure.
- 1) Calculate the distance (positive value) in meters from the centroid of the semicircle to the x-axis AND Y-AXIS 2) Calculate the distance (positive value) in meters from the centroid of the complete rectangle to the x-axis AND Y-AXIS 3) The coordinates in meters of the centroid of the shaded region is (.....;....) mConsidering No. 2 Figure: Determine the coordinate of the centroidal y of the shaded area.Note carefully the coordinate system shown. Using this coordinate system determine the location of the Z-centroid and enter your answer in units of ft.