Math, asked by srinivasrathod325, 7 months ago

A cylinder of base diameter
50mm its projections when The
axis is inclined at 30 to Hp and
The top view of the axis is
perpendicular to vp​

Answers

Answered by KhataranakhKhiladi2
6

Procedure –

  • Draw XY line.
  • As cylinder is resting in VP, so circle will be seen in FV and rectangle in TV.
  • Draw FV as a circle of 50 mm diameter above XY line at some convenient distance.
  • Draw horizontal and vertical axis of circle.
  • Divide the circle into 12 equal parts (You can divide it into 8 parts also). Name all the points 1’, 2’, 3’ ,….12’.
  • Take the projections of all point into TV.
  • Complete the TV taking axis length 60 mm. Draw all the generators of circle.
  • Name the TV on both top base as well as bottom base 1, 2, 3 …12.

Stage 2

  • As axis is inclined at 30° to XY line the base 1 7 line will be at 60° inclined to XY line.
  • So first mark point 7 at some convenient distance on XY line. Then draw line 1 7 at angle of 60°, so that the axis will be inclined at 30°.
  • Using compass mark all the points from stage 1 to stage 2 on line 1 7.
  • Complete the TV in inclined position using compass.
  • Take the horizontal projections of all 12 points 1’, 2’, 3’, …12’ towards right side in FV.
  • Take the projections of inclined TV into FV of all the points 1, 2, 3, …12 from both bases top and bottom.
  • Intersection of 1 and 1’ will give point 1, Intersection of 2 and 2’ will give point 2, Intersection of 3 and 3’ will give point 3…….up to point 12.
  • Half circle from the bottom base will be invisible from point 4’ to 10’. Draw it as a hidden curves.
  • Draw a smooth curve passing through remaining points.
  • Join end generators.
Attachments:
Answered by kanika0669
0

Answer:

how do you posted the full photo

question to katarnakkhiladi

please answer this question

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