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Engineering FE Engineering Common Sem 2 May 2023 2023 FE2Engineering Drawing Question Paper - Mumbai University | munotes

May 2023 Question Paper.pdf
HAS · 440 KB · 1 May 2025

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Questions asked in this paper

  1. Q2 Use first angle method of projection, unless mentioned otherwise 3.Write all answers on drawing sheets only and use both the sides of the sheet
  2. Q4 Use your own judgment for any unspecified dimension
  3. Q6 All dimensions are in mm Draw the curve traced by a point on the circumference of adisc of 50mm 06 diameter, which rolls along the ground for one complete revolution. Take initial position of generating point as a contact point of disc with ground Also draw normal and tangent to the curve at any suitable point on the
    • (b) For the object shown in figure,draw the following views:
    • (i) Front view in direction of arrow. 05
  4. Q2 For the object shown in figure, draw the following views: 5 marks
    • (iv) Show all dimensions 02
  5. Q3 A pentagonal pyramid, base edges 25 mm and axis one of its triangular faces in the V.P. and edge of the base contained by that face makes an angle of with H.P. Draw its projections 15 marks
  6. Q4 (a) Acylinder of diameter 45 and axis 60 mm long is resting on a point of its base on H.P. with axis inclined at to H.P. Draw the projections of 6 marks
    • (b) shows two views of an object. Draw isometric view of the object. 09
  7. Q5 A regular pentagonal pyramid with the sides of its base 30 mm and height 80 mm rests on an edge of base. The base is tilted until its apex is mm above the level of the edge of the base on which it rests. Draw the projection of the pyramid when the edge, on which it rests, is parallel to the V.P. and the apex of the pyramid points towards V.P
  8. Q6 (a) A line AB 65 mm long, has its end A 20 mm above the H.P. and in front of V.P. The end B is 40 mm above the H.P. and 65 mm in front of the V.P. Draw the projections of AB and show its inclinations with the
    • H.P. and V.P
    • (b) | Figure shows two views of an object. Draw isometric view of the object. 08

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