not sure how to get to the given solution from my last step shown 10:49 PM Sun Feb 6全40%< 88 Qengineeringpaper (1) -•..engineeringpaper (1)EGG 211-700THelveticaNeue24 O95t - 1207 + 7S û N|-145,6867 - 82.5T + 23.3683 R82.5J-50.686 Î - 37.59+ 103.368 ū r)* Next Px ?(- So.6867- 37.59+ 103.36る50.6867 -37.59+ 103.3682)x(.37 tli65p thik)Solution:M= 212î + 190 j + 34.9 k N mlili 10:49 PM Sun Feb 6全40%< 88 Qengineeringpaper (1) -•..engineeringpaper (1)EGG 211-700HelveticaNeue24 OFebruary 7, 2022Assignment Week 3Alfonso SernaProblem 1:Find the moment about point O.Moment of Force:F,F1 = 95 i- 120 j +75 k NF2 = 165 N, a = 152°, ß = 60°, y = 80.1°X1 = 1.3 m, Y1 = 1.65 m, Z1 = 1.1 mF = 9S;- 120j+as k N1.3i+1.65; + LIK=ノ165(cosait cosp Ì + cos y k)(65 ( cos IS2°it cos 60°î t cos 80.1k)CoS165( - 0.8829 + 0.Sĵ t 0.171929 KlI65(-0.88297) +l65(05;) +i65(0.1719)F2145.68635? + 82.5Î t 28.3683 K-* Next F,+ F295€-1207 + 7S û N-145,686782 SJ *+ 28,3683 ñ-50.686 î - 37.5ît 103.368 K37,5li

Answered: Image /qna-images/answer/c42a7391-54d6-4bcc-bccd-6e9e029045df.jpg

Answered: * Next Px ? |(-50.6867-37.59+ 103.368…

Engineering

Civil Engineering

* Next Px ? |(-50.6867-37.59+ 103.368 2)× (.37+li65p t1.lk)

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

As an engineer working for the oil-based multinational company Petronas, you are re- checking the calculations done by the consultants as shown in Figure 3. However, upon submission, your chief engineer told you to sit down and asks you to re-calculate the following back to check if you really understood the calculations; (a) Find the distance ỹ to the centroid of the beam's cross-sectional areas and calculate the moment of inertia about the x'axis. (b) What is the moment of inertia of the beam's cross sectional area about the y- axis? (c) Your chief engineer further asks "It is often the case that the moment of an inertia for an area is known about an axis passing through its centroid. What can then be said about the moment of inertia of the same area about a corresponding parallel axis?" 50 mm 50 mm 300 mm 100 mm -200 mm Figure 3
Need only a handwritten solution only (not a typed one).
What exactly is a particle size analyzer, and how does it work?
NEED ASAP. SOLVE CORRECTLY AND PROVIDE DETAILED SOLUTIONS. ALSO PROVIDE THE FBD PLEASE
Where does the value for yc in step two come from?
Task 1 The engineering department has developed the following equation for the bending moment of a beam and you have asked to investigate its behaviour M(x)=x²-3x²-4 The Beam is 4m long and the design team suspect the is problem if the bending moment is zero in the range between 3-4m and you have been asked to a) Plot the bending moment at 0.5m interval for the range 0≤x≤4m 0≤x≤4 and determine if the bending moment is zero in range 3m ≤ x ≤ 4m b) Use the graph to estimate where the bending moment is zero c) Use the bisection method to numerically estimate the exact location where the bending moment is zero d) Newton-Raphson method to obtain the required location e) Compare the results of the above method to determine which gives a best solution
Identical bricks are used in the construction of a wall as seen in the figure. While the ones standing next to each other are attached to each other, no mortar is used between the rows. What can be the maximum value of x? a 1st row a 2nd row 3rd row 4th row
“Value” in the Value Engineering process is defined as _________ divided by ____________. Initial cost, duration + quality Initial cost, life-cycle cost Function + quality, life-cycle cost Duration, initial cost
I need the answer as soon as possible
Take o = 70 kPa and oy = 670 kPa. Determine the equivalent state of stress on an element at the same point that represents the maximum in-plane shear stress at the point. (Figure 1) σχ 400 kPa Part A Find the value of Tmax in-plane. Express your answer to three significant figures and include the appropriate units. μA ? Tmax in-plane = Value Units Submit Request Answer ▼
(3)Statics of Rigid BodiesNote: If you have already answered the problems in this post, kindly ignore it. If not, then answer it. Thank you, Tutor!Content Covered:- Analysis of StructuresDirections:Solve the problem below by showing the complete solution. In return, I will give you a good rating. Thank you so much!Note: Please be careful with the calculations in the problem. Kindly double check the solution and answer if there is a deficiency. And also, box the final answer.Thank you so much!