Properties of T-Section Bị = 180 mm T= 16 mm Tw = 12 mm D= 210 mm Properties of C-Section T = 12 mm D = 210 mm B: = 105 mm Tw = 12 mm

Q: For the section shown in Fig. P.4.1b, find the volumetric ratio of spiral which will make the…

A: Volumetric ratio = 0.45 (Ac/Ack-1) (fck/fy) Ac=196349.5 mm2 Ack=159043 mm2 VR =…

Q: 2-133. Determine the angle e between the pipe segments BA and BC. 3 ft 4 ft 4 ft 2 ft F = (301 – 451…

A: Determine the angle between the pipe segments BA and BC.

Q: Determine the true length of lines SD and PF. Then draw the point view of line SD. Use only two…

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Q: Determine the horizontal and vertical components of force at pins A and D 2m 03m 1.5 m 12AN

A: Free Body Diagram ∑V =0 2T - 12 = 0 T = 6 kN

Q: Determine the bar force member CD. All interior angles are 60 degrees. 1.5 kN 3 KN ... 2 kN F 1.5 m…

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Q: 2. The force F and the dimension d are given. Because of the rollers at C, the supporting re- action…

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Q: 8-17. Remove the loads on the truss in Prob. 8-16 and determine the horizontal displacement of point…

A: A truss is hinged at A and E.The member AB and BC are subjected to temperature change by The…

Q: 2. Calculate the value of y at the free-end, slope at the supports. Use E = 200 GPa, I = 150 x…

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Q: tee section is made up of a 30 mm *150 mm flange and a 30 mm * 160 mm web. 5. Which of the…

A: Given a T section,we have to find location of neutral axis

Q: Determine the location of the neutral axis from the top of the beam. M=250 k-ft and n=9. Area for…

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Q: Resolve each force acting on the gusset plate intoits x and y components, and express each force as…

A: Consider F1

Q: 250' Draw the triangle of for ces 120 and determine the resultant of the two A forces acting in the…

A: Two forces 250N , and 120N and angle between the force 240N and x-axis is 30°

Q: As far as necessary, work from first principles and show that for a wide rectangular channel 10 1- 3…

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Q: 2. Classify the the dégree of indetermina'cy. structure. If indeferminate, specify

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Q: 6-7. Locate the centroid F of the area. *6–8. Locate the centroid y of the area. y = 4 - 16 4 m -8…

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Q: لما اننا A A < 10m ADE C C₂ 6 KN ↑ 10m B

A: Free body diagram:-  A free body diagram, also known as a force diagram in engineering, is a…

Q: Design beams. Where fc' = 35 Mpa, fy = 420 Mpa. and bar 25 mm. L.L = 38 kN/m 7.5 m- 500 mm 350 mm

A: fc' = 35 Mpa fy = 420 Mpa Diameter of bar = 25 mmWe have to design a beam.As there is no specific…

Q: Determine the height h above the base of the centroid of the cross-sectional area of the beam.…

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Q: Properties of the Wide Flange Section: gy y = 61 mm d = 1,050 mm Igx = 14.734 x10° mm* Igy = 715.918…

A: The given built up section is symmetric about the centroidal axis.  It is given that d = 1050 mm Igx…

Q: Determine whether the plate is ill-arranged, geometrically unstable, statically determinate,…

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Q: 0.708m 0.708m 0.708m 0.708m 0.708m 416 N 327 N J 45° K L M 30° Y 0.38m U R S T. 0.38m 441 N H 0.38m…

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Q: 6-3. Locate the centroid of the area. *6-4. Locate the centroid y of the area. 4 m 4 m

A: To find centroid of given curve

Q: 2. 0A. AA. E=29 x 106. I= 1000 in... 4 klf 12 ft A 12 ft-

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Q: Determine the perpendicular distance from joint I and joint J to upper chord member BC. extension of…

A: Given: Required: d1 and d2

Q: Н G 3 k 15 ft E F D 4 k- 15 ft А В C 18 ft -20 ft

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Q: Determine the second movement of area for the rectangular section with respect to the base  of the…

A: Second moment of area is called as the Moment of Inertia (MOI). MOI of rectangular section with…

Q: Show all solutions

A: The task is to determine the forces in bars BD and DE.Here's a breakdown of the steps to solve the…

Q: мз нW-3. If o = 30° and F, 3 kN, determine the magnitude of the resultant force acting on the plate…

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Q: 15 MN. o nal |15 mm 150 Mm

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Q: Determine the member of forces of the truss. Utilize: Method of joints and Method of section. Put if…

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Q: F2-20. Determine the length of the rod and the poxition vector dirceted from A to B. What is the…

A: The position of points in the problem is as; A= 4i + 0j + 0k B = 0i + 2j + 4k Vector (AB) = (Vector…

Q: . Lcd 10.00 in Lbc = 3.50 in .Өр = 43° . OB = 45.75° Tension in cable BA = 18.75 lbs = Find: Force…

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Q: 0.708m 0.708m 0.708m 0.708m 0.708m 416 N 327 N J 45° K L M 30° Y 0.38m U R S T. 0.38m 441 N H 0.38m…

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Q: Using the moment area method, find the deflection under the P applied load. A is a pin, C is a…

A: E = 200 GPaI = 216 × 106 mm4EI = Constant Determine the deflection under the P applied load using…

Q: F2-20. Determine the length of the rod and the position vector dirceted from A to B. What is the…

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Q: Use the force method to find the value of the redundant Nep. Bar areas are 5 in² - except diagonals…

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Q: Analyze the given frame using Portal Method. Н G 3 k 15 ft D E F 4 k- 15 ft A В C 18 ft- 20 ft

A: Given data in question  Lateral loading  Span member length  To find out  Analyze frame using Portal…

Q: Draw the free-body diagram for the following problem. The bar shown.

A: Draw the free body diagram.

Q: Determine static indeterminacy

A: Introduction : In the given problem we know the number of joints , number of member and number of…

Q: Determine the forces in members CD, GD, GH. use method of sections. *use 3 decimal place in rounding…

A: Find the reactions at the right supportTake moment about A∑ MA=0Ey12-12009-15003-75032=0Ey=1368.75N

Q: Determane the maguirade of the resultant force and i duection, measwed clockwise fom the posunve…

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Length and Length related Variables

Length can de defined as the measurement or extent of physical quantities or objects from one terminal to another terminal. Stone age humans used finger length, step length, and so on to measure the size or displacement of an object. Nowadays, depending on how precise the measurement requires to be and the object’s size is measured, we use measuring devices for measurements like rulers and steel tape. Most people have used a ruler or tape measure to measure a particular distance or the size of an object. For more precise measurements of tiny objects, the development of measurement tools such as the Vernier caliper, which permits us to measure dimensions within 1/1000 of an inch. In the last few decades, electronic distance measuring instruments (EDMI) have been implemented that permit us to measure distances from a few feet to many miles with reasonable accuracy.