A small bracket is shown in plan and elevation. Draw in First Angle projection the given views and project from them a first auxiliary elevation on X1Y1 and a first auxiliary plan on X2Y2.
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Q: Q1: Draw the orthographic Projections of given object. 15
A: Solution: The orthographic projections of the given object is shown below:
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A: Find Isometric figure of the projections
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Q: Draw the following views in Orthographic Third Angle Projection. 10:35 am 20 80 20 10:35 am
A: Given Data: Isometric view of the figure
Q: Q2: Draw the orthographic Projections of given object. 30 80
A: The orthographic projection with 1st angle projection is shown in the step below.
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A: 3 . Orthographic view :- Orthographic projection, common method of representing three-dimensional…
Q: Draw the orthographic Projections of given object. 50 as 10 20 60 25 50 15
A: To make an orthographic projection of the given object, Place the object in 1st quadrant,
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A: Full section View is given as below.
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A: Please refer the following image for the isometric view of the given orthographic views.
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A: Solution: The orthographic projections of the object is shown below:
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A: Solution: The Front and Top views are shown below:
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- i need the isometric of this projectionQUESTION 4 Find the resultant vectors. This referes to Question 4 on the PDF v Horizontal 3ON and Vertical 60N A. 67.1N @ 116.6 below the horizon v Horizontal 3ON and Velucal -60N B. 67.1N @ 63.4 above horizon v Horizontal -30N and Vertical 60N C. 67.1N @ 243.4 from the horizon v Horizontal -30N and Vertical -60N D. 67.1N @ -63.4 below the horizon3: Draw three projection of two bodies shown. and write dimensions 30 30 90 60 R30 20 15 R15 20 60 60 120 80 HW-9
- Q Avecar A f Length 10 units.ma Kes an angle of 30 with avector Bof benath 6unuts. Find the wagnitude of the Vector difference A-B and the angle itmakes with vector A- O by the para llelagram method. O by the triangle methad. © bay the rectamqular vesalutien.A vector B is 10 cm. long and has a direction – sense of 45°. Vector C is 15 cm. Iong and has a direction sense of 150°, Find the vector sum or resultant magnitude and its direction by; y 1. Mathematical Solution, 2. Graphical Solution. Scale: 1:1 cm. 3. Draw the position of resultant. 1500 в 0450For the Scalar projection of F along r = F * Ur How did you get the -41.924 + 24.0327
- Draw the Orthographic projection of the given isometric view Mention the view Mention the dimensions Note : use CREO prametric 3.0Given the isometric drawing of the solid, draw the multiview projection. L HRP FRP L FRP PRPHomework Find R and a in the previous example by considering ACD triangle in the figure below. And I need the Q - 60 N | 25.36 name of this R 25° suject for study in B ta 20 54.38 youtube AO 40 94.38
- For the area below, evaluate 1. The (x,y) coordinates of the centroid (please mark your origin or reference point on the diagram) 2. The 2nd moments and product of area in centroidal-based xy (horizontal-vertical) coordinates 3. The principal 2nd moments of area, and the direction of the first principal axis relative to the horizontal (x) axis (anticlockwise positive) 50 75 30 150 60 50 15 Figure 1: Cross section (all dimensions in mm) Quantity Xc (please mark your origin on the diagram) Yc (please mark your origin on the diagram) Ix ly Ixv I₁ I₂ a1 (please show the direction) Value 30 Units10 / 36 110% Q22](problem 2/28: p37) (¿ãt2) Determine the resultant `R" of the two forces Shown in fiqure, and find the angle o" between R and A- 10 800 N the x-axis . 900 N 25 4" Ane R=10379 N . 0 =66-8 Q23]( problem 2/25 's p37) Exemple201-2o At What angle x must the Type here to searchHow/ Find the moment of aforce (3kN) about porut . A and B for the system -shown. 3kN 15° Im 30 4745KNI