Answered: 6 kN 5 m C 8 kN 2 m 2 m B

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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1 0 Calculate the total volume of the cylindrical component below (not to scale): L1 D1- D1 = 1.12 cm D2 = 0.71 cm D3 = 1.58 cm L1 = 18.68 cm L2 = 15.36 cm L3=13.77 cm L4 = 9.77 cm Answer: Check L2 L3 L4 D2- What is the volume of the cylindrical component? (State your answer in S.I. units (m³), accurate to 3 significant figures) D3
Hello, I don't understand how to solve 5-9 in the photo below. Because I can't find the correct elaboration on the solutions, I hope that you can show me how to get to this answer. I have added my own calculations in a photo for your insight. These are the correct answers: T1 max = 2,37 kNm tmaxCD = 35,6 MPa tmaxDE = 23,3 MPa Thanks for your help! Julia
2. The beam is subjected to the loadings is shown in Figure Q2. Determine the equation of the elastic curve (deflection), by using the Macaulay function. EI is constant.
Use the information given in the figure below. When the supporting posts are removed, calculate the magnitude of the following: the torque on each side and the net torque of the balancing beam. Reminder: Force is not equal to mass. (g=9.8m/s²) 175 15 1251075 05 029 Meters ozs as o7s 125 Meters Express all your answers in whole numbers. T+ Nm Nm Tnet Nm
In the figure below, the masses of each object are: m₁ = 2.00 kg, m₂ = 2.00 kg, m³ = 3.00 kg. The labeled distances are: d₁ = 30.0 cm, d₂ = 106 cm, d3 = 60.0 cm (where d is the x distance for the center of the block). The height of each block is h₁ = 21.0, h₂ = 28.0 cm, and the h3 = 11.0 cm. Assume the center of mass for each individual object is at the center of the object. Hint: Consider the final center of mass (x,y) relative to the axes shown in the figure. Note the positions of the boxes relative to the axes and to one another. Determine the positions, x and y, of the center of mass for the system below. y Enter to 3 significant figures Center of mass (x, y): ( d1 m1 d3 d2 h1 cm m3 m2 h2 11h³ X ✔cm) Think and Prepare 1. For each of the boxes, m₁, m₂ and m3, where is the center of mass located? Carfefully, identify the
q1b
The angle of twist for a circular shaft subjected to a twisting moment is given bythe equation 0 = TL/GJ. What are the dimensions of J if 8 is an angle in radians,Tis the moment of a force, Lis a length, and G is a force per unit area?
How do you solve for the resultant forces?
Please solve ASAP
(A) Determine the reactions at supports including the forces in the internal hinges (if any). Show all free-body diagrams.
1. Note: for part a), you can do this without a calculator; it might be easier to work out the problem symbolically, and then substitute the numbers at the end of the problem. В 2L The axial rod is fixed to the two walls, as shown above. Portion AB is composed of one material (EAB = E), while portion BD is composed of a different material (EBD = 2E). Portion AB has cross sectional area AAB = A, while portion BD has cross sectional area ABD = 2A. EAB = E = 15×106 psi AAB = A = 1 in² EBD = 2E = 30×10° psi ABD = 2A = 2 in² LAB = L = 10 in. LBC = 2L = 20 in. LcD = L = 10 in. An external force, P = 100 kips, is applied at point C as shown below. a) Determine the reaction forces at wall A and D, Ra and Rp. Specify the direction, (→) or (+). b) Deflection at point C. Specify the direction, (→) or (+). (Ans: RA = 100/7 kips →, Rp = 600/7 kips →, & = 1.429x10² in –)
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