Consider for the part in the figure below, a =112, b= 60 and c= 104. 80 Dimensions in mm Analyze the part in order to calculate the coordinates of the centre of gravity in the (2, y, z) system of coordinates. It is assumed that the following process was following for the manufacturing process • Part 1(a cubic piece of dimension 37 x 60 x 60 is cut out of a Part 2 of dimensions 149 x 60 x 80 and then • Part 3 (triangular prism) is welded Part 2
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Q: Consider for the part in the figure below, a = 106, b=60 and c =112. -b* 40 20 Dimensions in mm
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- A cube of side a is cut out of another cube of side b that has a uniform density, as shown in the figure. Express the center of mass FCMof the structure using ijk unit vector notation. Set the origin at the front bottom-left corner of the figure where the dashed lines intersect. 7CM= Question Credit: OpenStax University Physics v1 a bConsider for the part in the figure below, a = 106, b =60 and c =112. 80 20 45 Dimensions in mm Analyze the part in order to calculate the coordinates of the centre of gravity in the (r, y, z) system of coordinates. It is assumed that the following process was following for the manufacturing process • Part 1(a cubic piece of dimension 51 x 60 x 60 is cut out of a Part 2 of dimensions 157 x 60 x 80 and then • Part 3 (triangular prism) is welded Part 2 Fill inN K IA with coordinates of centers of respective parts in mm Yi ViMany aspects of a gymnast's motion can be modeled by representing the gymnast by four segments consisting of arms, torso (including the head), thighs, and lower legs, as in the figure below. HINT xc9 Y cg = a Segment Need Help? Arms Torso Thighs In the figure, (b) shows arrows of lengths rcg locating the center of gravity of each segment. Use the data below and the coordinate system shown in figure (b) to locate the center of gravity of the gymnast shown in figure (a). Masses for the arms, thighs, and legs include both appendages. (Enter your answers in m, to at least three significant figures.) Legs 3 3 Read It 6.81 Mass (kg) Length (m) rcq (m) cg 33.6 14.1 60° 7.58 Watch It 0.548 0.613 b 0.370 0.350 0.242 0.337 0.149 y 0.227 Arm Thigh Torso 60° Leg x
- č. Q1/ A tetrahedron is determined by three edge vectors a, b, Find its volume when d = [5 3 2], 6= [2 -1 3], č = [5 - 2 6] %3DSketch the object given below. It should be fully dimensional Criteria: Assume object is made of steel and sketch the following views: • plan (C view), • cross-section (Y-Y) - assume the section is exactly half on the block • right hand end elevation (B view) Draw to a scale of 1:1 (actual size in mm) Show all hidden detail and all dimensions in mm. ASSUME CROSS SECTION AA IS C EXACTLY HALF WAY THROUGH THE SHAPE B 10 15 20 130 25For the area shown in the figure below, OAC is the area of a sector with center at C and radius OC=AC=4*sqrt(2)~5.657 units. This is part 1. Part 2 is the triangle COD. Part 3 is the triangle CAB. Determine, using the method of composite areas, the second moments of area of part 1 about the y-axis [units^4]. Determine, using the method of composite areas, the second moments of area of part 2 about the y-axis [units^4]
- 4G O0: D1 9:24 P Flag question Consider for the part in the figure below, a = 112, b = 50 and c= 100. be 40 a 80 20 Lt----------- Dimensions in mm Analyze the part in order to calculate the coordinates of the centre of gravity in the (x, y, z) system of coordinates. It is assumed that the following process was following for the manufacturing process • Part 1(a cubic piece of dimension 33 x 50 x 60 is cut out of a Part 2 of dimensions 145 x 50 x 80 and then • Part 3 (triangular prism) is welded Part 2 Fill in the table below with coordinates of centers of respective parts in mm Part тт mm mm 1 Part тт mm тт 2 Part тт mm mm 3 The coordinates of the CG are respectively: mm y = mm mm Assume a density of 160 kg/m³ and calculate the total volume and the mass of the part. Volume = mass = kg CheckFind the standard equation of the sphere with the given characteristics. Center: (-1, -6, 9) Radius: 7 еВook Submit Answer View Previous Question Question 2 of 7 View Next Question Home My Assignments O Request Extension P Type here to search A 31°C 10:44 AM 22-Oct-2 not m esc 17 12/A prt sc delete 23 2 3 4 8. tab Q W R Y U OF A S G H. J K L caps lock shift& C fn + esc alt 目 ctrl ctrl fn alt 6ZVO @ O • Asiacell li. اسئلة نصف الفصل. pdf Date: 9/3/2021 University of Mosul Time : 60 min College of Engineering Code: ENGC121 Mathematics 1 Answer Three Questions only Q1: Find of xy = x+ cot y dx Q2- Find Vx2 +8 – 3 lim x--1 x +1 Q3 What are the radius and center of the following circle? x² + y2 + 4x – 4y + 4 = 0 Q4: Find the domain of the following equations: X+5 y = x -16
- E Machine Design & CAD-II (Engr. x O Shigley's Mechanical Engineering X + O File C:/SEMMESTER%2306/Machine%20Design%20and%20CAD/Shigley's%20Mechanical%20Engineering%20Design,%2010th%20Edition.pdf Shigley's Mechanical Engineering Design, Tenth Edition 737 / 1105 200% + 3-17 Shaft a in the figure rotates at 600 rev/min in the direction shown. Find the speed and direction of rotation of shaft d. 207, = 30° RH 736 8T, = 60° RH 13-17 3 737 40T 177, = 30° RH 20T 60T Shigley's Mechanic.pdf Show all W 7:22 PM 5/16/2021 II 国It's shown in Fig. 1 that the coordinate frame 0₁X₁Y₁Z₁ is oriented at an angle 0 = 30° with respect to 0oXoyozo, and p¹ = []. Find rotation matrices R and R, and show that RR = 1, where I is an identity matrix. F3 49 F4 H ------- % Yo 00, 01 H Q Search F5 p Q cos A 6 F6 8=30° ** F7 & 7 -40 sin 0 PrtScn F8 Home H F9 End F10 PgUp FMany aspects of a gymnast's motion can be modeled by representing the gymnast by four segments consisting of arms, torso (including the head), thighs, and lower legs, as in the figure below. Thigh O Arm Leg 60° 60° Torso a b In the figure, (b) shows arrows of lengths r, locating the center of gravity of each segment. Use the data below and the cg coordinate system shown in figure (b) to locate the center of gravity of the gymnast shown in figure (a). Masses for the arms, thighs, and legs include both appendages. (Enter your answers in m, to at least three significant figures.) Segment Mass (kg) Length (m) (m) Arms 6.89 0.548 0.242 Torso 33.6 0.613 0.337 Thighs 14.1 0.376 0.145 Legs 7.50 0.350 0.227 HINT m %D m y cg E E