Situation 2: Given the closed traverse running anti-clockwise tabulated below, determine the missing data. Length (m) Azimuth from North 245 18'+ X° Y LINE АВ 343.56 BC 371.08 ? CD ? 113° 37' DE 417.66 37° 25' EA 457.25 321° 42'

Q: 14 ..... (Units are cm) 1) a) Locate the centroid of the area. b) Determine the moment of inertia…

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Q: Treat the trapezoidal region as a composite of a rectangle and a triangle to find: a. Find X bar…

A: It is required to find the centroid and moment of inertia.

Q: 1- find the area of the region lies above the line y = -x and inside the circle r = -3cose

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Q: Sym. x bar W4 X 13

A:

Q: F = 60 N 130 40 -y 55 Dimensions in millimeters

A: Force =F=60 N Force vector is determined as: F→=F40i^-55j^+130k^402+-552+1302Substituting the value…

Q: From where the 12 in the first step came from? When you multiply 8 x 12

A: Required:Explain why 12 is multiplied in step 1 (in previous expert solution)

Q: dont understnad how in part 3. it was equal to 1201+480.51  how did we get the value of 1201?…

A: Note:- The previous answer of 1201+480.51 was wrong. Please find the correct answer.The width of the…

Q: 35 R13, R8 42 12.5 20 R8 R9 15 34 26 25 44 17 OL 91 12

A: Handmade drawings are attached herewith.  Actual scale drawings files cannot be attached here like…

Q: Determine the x coordinate of the centroid of the plane area shown. a. 2cm b. 6.25 cm c. 2.3 cm d. 0…

A: Given, A plane area, Having sections (1) rectangle, size (12×6)cm (2) semicircle,  radius of 4cm

Q: För the section shown, find the centroid of the shaded area with respect to the XY axis. y 14…

A: Draw the figure.

Connections

In steel structures, connections are the members that join two or more steel members. The connections are the most important members of any steel structure, and hence, they are designed more carefully. The majority of the construction cost of steel structures is incurred due to the connections. The design of connections is done as per the recommendations and specifications of the American Institute of Steel Construction (AISC).