Using Pappus-Guldinus Theorems Calculate the volume of the shaded region if it is revolved about the x - axis.
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Using Pappus-Guldinus Theorems
Calculate the volume of the shaded region if it is revolved about the x - axis.
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- Calculate the value of the integration constant C4. Enter your answer in kNm2 to three decimal places.Q4 length in m=38830 - A homogeneous, planar plate of constant thickness in the figure the coordinates of the centroid M(Xm,Ym) of the surface area, Find the team (x,y). t= 3 cm and a= 9 cm. Find the coordinate (Ym) of the center of gravity of this planar plate on the y axis.A) 14.18B) 15.05C) 15.62D) 12.25E) 17.5
- 40 - Obtain the center of gravity of the surface area of the plane plate of constant thickness in the given set (x,y). Dimensions where a = 12 m, b = 23 m and r = 3 m, the center of the circle is at the point (2a, 1/2 b). Which of the following is the correct total surface area of the plate?A) 939.36B) 1031.25C) 1036.22D) 1081.74E) 1045.64Calculate a) the position of the centroid Answer: Xc = 0cm Yc = 4.7 cm b) the moment Ic, with respect to an axis passing through the centroid Answer: Icx = 1625 cm4 c) the moment I with respect to the axis designated in the figure. Answer Ix = 3915 cm41. A 50 m steel tape weighing 0.035kg/m is constantly supported at mid length and at its end points and is used to measure a line AB with a steady pull of 5kg. If the measured length of AB is 1265.255 m, determine the correct length of line AB.a. 1263.64b. 1267.64c. 1264.86d. 1268.54
- Given: A1= 3400, A2=800, A3=706.85834, A4=176.71458 Y1=42.5, Y2=26.666, Y3=52.7324, Y4= 62.5 X1=20, X2=53.333, X3=52.7324, X4=17.5 Total Area: 4730.14376 ȳ=40.604 x̄ (x-bar) = 30.6224 Please, I want you to solve the: 4.) Moment of Inertia About the x-axis Ix 5.) Moment of Inertia About the y – axis Iy 6.) Polar Moment of Inertia about the axes Jo 7.) Moment of Inertia About the centroidal x-axis Ix note: In locating the centroid of the entire section, Varignon's Theorem. Varignon's Theorem locates the centroid of a composite body. I hope you will use the formulas I will be giving.Ƭ allow (MPa)=15 T1 (Nm)=35 T2 (Nm)=50 T3 (Nm)=60 T4 (Nm)= 70 T5 (Nm)=80Find the distance of the centroid of the built-up section from the bottom and its centroidal moment of inertia along the x-axis. Final answers: a.) centroid=293.27 mm b.) centroidal moment of inertia along x-axis=970.63x106mm4 Provide complete solution :)
- Give accurate response. I am mostly confused with S2 and S3. does S2 contain the zero vector?1. Which of the following nearly gives the total area of the figure shown below in in ?a. 154.018 b. 201.142 c. 180.593 d. 144.5932. Which of the following nearly gives the centroid with respect to the x-axis in inch? a. 7.736 b. 6.641 c. 7.792 d. 5.0753. Which of the following nearly gives the centroid with respect to the y-axis in inch?a. 5.075 b. 6.641 c. 7.792 d. 7.7364. Which of the following nearly gives the moment of inertia with respect to x-axis in in⁴?a. 2552.327 b. 1089.678 c. 8974.7116 d. 1272.7925. Which of the following nearly gives the moment of inertia with respect to y-axis in in⁴?a. 1341.641 b. 2552.327c. 8971.7116 d. 1089.768Q3: A cube of edge 24mm is resting on the top of a frustum of cone of base diameter 60mm and top diameter of 40mm with axis height of 72mm. Draw the isometric view of these solids