CBSE Class 12 Engineering Graphics Isometric Projection of Solids Worksheet

Read and download free pdf of CBSE Class 12 Engineering Graphics Isometric Projection of Solids Worksheet. Download printable Engineering Drawing Class 12 Worksheets in pdf format, CBSE Class 12 Engineering Drawing Isometric Projection of Solids Worksheet has been prepared as per the latest syllabus and exam pattern issued by CBSE, NCERT and KVS. Also download free pdf Engineering Drawing Class 12 Assignments and practice them daily to get better marks in tests and exams for Class 12. Free chapter wise worksheets with answers have been designed by Class 12 teachers as per latest examination pattern

Isometric Projection of Solids Engineering Drawing Worksheet for Class 12

Class 12 Engineering Drawing students should refer to the following printable worksheet in Pdf in Class 12. This test paper with questions and solutions for Class 12 Engineering Drawing will be very useful for tests and exams and help you to score better marks

Class 12 Engineering Drawing Isometric Projection of Solids Worksheet Pdf

 ISOMETRIC PROJECTION OF SOLIDS (WORKSHEET)
 
SINGLE SOLIDS
 
1. Draw the isometric projection of a cube of 50 mm side when it rests on HP on one of square faces such that two of the base edges are parallel to VP.
 
2. Draw the isometric projection of a hexagonal pyramid base side 40 mm and height 65 mm rests on HP on its base such that two of the base edges are parallel to and nearer to VP.
 
3. Draw the isometric projection of a pentagonal prism 35 mm side and 55 mm axis length rests on HP on one of its rectangular faces such that its axis is parallel to both HP and VP.
 
4. A frustum of a cone with its base diameters of 60 mm in front and 40 mm at the back, length of axis being 75 mm, is having its axis perpendicular to VP. Draw its isometric projection. Give all dimensions.
 
5. A square prism 30 mm side and 65 mm height rests on HP on its base such that its axis perpendicular to HP and two base edges parallel to VP. Draw its isometric projection. [H]
 
6. A square pyramid base side 40 mm and axis 80 mm length rests on HP on its base such that the base edges are equally inclined to VP and its axis perpendicular to HP. Draw its isometric projection.
 
7. Draw the projection of a pentagonal prism of 30 mm base side and 65 mm of axis. The axis of the prism is perpendicular to HP and one of its base edges is perpendicular to VP. [H]
 
8. Draw its isometric projection of a pentagonal pyramid of base side 30 mm and axis of 60 mm resting on its base on H.P with one of its base side parallel to VP and nearer to the observer.
 
9. Draw the isometric projection of an inverted pentagonal pyramid of base side 30 mm and axis of 60 mm resting on its base on H.P. with one of its base side parallel to VP and nearer to the observer.
 
10. A right triangular pyramid of base edge 50 mm and axial height of 80 mm is kept on its base keeping one of its base sides parallel to VP and away from it. Draw its isometric projection.
 
11. Draw the isometric projection of an inverted triangular pyramid of base side 50 mm and axis of 80 mm keeping one of its base sides parallel to VP and nearer to the observer. [H]
 
12. Draw the isometric projection of an inverted hexagonal pyramid of base edge 30 mm and height of 60 mm keeping two of its base side parallel to the VP.
 
13. Draw the isometric projection of a frustum of a square pyramid of shorter base edge 30 mm and longer base edge 50 mm with the axial length of 60 mm, kept on HP on its shorter end and two of its base edges are parallel to VP. [H]
 
14. Draw the isometric projection of frustum of pentagonal pyramid having longer base side 40 mm and shorter base side 30 mm with axis of 70 mm resting on its longer side base keeping one of its base side parallel to the VP and nearer to the observer.
 
15. Draw the isometric projection of a cylinder of diameter 40 mm and axial length of 70 mm lying on the HP keeping its axis parallel to HP and VP both.
 
16. Draw the isometric projection of an inverted cone of diameter 50 mm and axis of 80 mm keeping its axis perpendicular to HP.
 
17. Draw the isometric projection of a sphere of diameter 50 mm.
 
18. Draw the isometric projection of a hemisphere of 60 mm diameter resting on its curved surface on HP.
 
COMIBNATION SOLIDS
 
19. Draw an isometric projection of a sphere resting centrally on a rectangular face of a horizontal hexagonal prism having its hexagonal ends perpendicular to VP. Side of hexagon = 30 mm, length of the prism = 80 mm and diameter of sphere = 60 mm.
 
20. Draw an isometric projection of hemisphere resting centrally on its curved surface, on the top horizontal rectangular face of an equilateral triangular prism, keeping two triangular faces parallel to the VP. Side of equilateral triangle = 50 mm, length of the prism = 70 mm and diameter of the hemisphere = 60 mm.
 
21. Draw an isometric projection of 32 mm cube resting centrally on the top face of an equilateral triangular prism having 50 mm base side and height = 30 mm. one rectangular face of the prism is away from the observer and kept parallel to the VP. (H)
 
22. Draw an isometric projection of a square pyramid resting vertically and centrally on the top pentagon face of a pentagonal prism, having one rectangular face parallel to VP while closer to the observer. Side of the square base = 30 mm, height of the pyramid = 50 mm, side of the pentagon = 34 mm and height of the prism = 52 mm.
 
23. Draw an isometric projection of a vertical regular pentagonal pyramid resting centrally, having one base edge away from the observer parallel to VP on top of a vertical cylinder. Side of the pentagon = 32 mm, height of the pyramid = 50 mm, diameter of cylinder = 76 mm and height of the cylinder = 40 mm.
 
24. Draw an isometric projection of a right circular cone resting vertically and centrally on the top horizontal rectangle of a pentagonal prism having its axis parallel to HP and VP both. Side of the pentagon = 34 mm, length of the prism = 80 mm, diameter of the cone = 44 mm and height of cone = 60 mm.
 
25. A pentagonal prism of edge 20 mm and axis length 25 mm is rests centrally on the top of cylindrical disc of diameter 80 mm and height 20 mm. the prism is resting on one of its rectangular faces and its axis is perpendicular to VP. The axis of the disc is perpendicular to HP. Draw the isometric projection of the combination of the solids. Give all dimensions.
 
26. Construct the isometric projection of a hemisphere of diameter = 80 mm, resting on HP with its curved surface on it and top circular face, parallel to HP. The axis is perpendicular to HP. Draw the axis, making the center of its circular face and its height from HP. Give dimensions.
 
27. A square prism of base edge 80 mm and height 30 mm is resting on HP with its square base on it. One of the base edges of the prism is parallel to VP. A hexagonal pyramid of base edge 30 mm and height 70 mm is placed centrally on its top square face with its hexagonal base on it. One of the base edges of the pyramid is parallel to VP. Draw the isometric projection of the solids, placed together, to isometric scale. Draw the common axis and show the direction of viewing. Give all dimensions.
 
28. Construct the isometric projection to isometric scale of a hexagonal pyramid of base edge 30 mm and height 80 mm, keeping it in the inverted position. The axis is perpendicular to HP. One base edge is perpendicular to VP. Draw the axis and indicate the direction of viewing. Give all dimensions.
 
29. A cylinder (diameter = 50 mm and height = 70 mm) is placed centrally, with its circular end on the pentagonal face of a pentagonal prism (base edge = 40 mm and height = 30 mm). The common axis perpendicular to H.P. The base of the prism is on HP and one of its base edges is parallel to VP and away from it. Draw the isometric projection of the solids, placed together, to isometric scale. Draw the common axis and indicate the direction of viewing. Give all dimensions.
 
30. Construct the isometric projection to isometric scale, of a frustum of an equilateral triangular pyramid, kept in the inverted position (base edge = 30 mm, top edge = 60 mm and height = 50 mm) , with its triangular end of 30 mm side, resting on HP. One of the top edges and one of the base edges are parallel to HP and VP and are away from VP. Give all dimensions. Draw the axis and indicate the direction of viewing.
 
31. A hemisphere (diameter = 70 mm) is centrally placed, with its circular face up, on a hexagonal prism (base edge = 30 mm and height = 40 mm), on its hexagonal face. Two of its opposite base edges of the hexagonal face on HP are perpendicular to VP. The common axis is perpendicular to HP and parallel to VP. Draw the isometric projection of the two solids, placed together, to isometric scale. Draw the common axis and indicate the direction of viewing. Give all dimensions.
 
32. Construct the isometric projection to isometric scale of a frustum of a cone whose bottom diameter is 50 mm and top diameter is 70 mm and the height equals 80 mm. It is resting on HP on its circular base of diameter 50 mm. Give all dimensions. Indicate the direction of viewing.
 
33. An equilateral triangular pyramid base side 40 mm and height 70 mm is centrally placed on its base keeping one of its base side’s perpendicular to VP on the pentagonal end of a regular pentagonal prism, whose base side is 50 mm and height 30 mm. One of the base sides of the prism is kept parallel to VP and away from it. The common axis is perpendicular to HP and parallel to VP. Draw the isometric projection of the two solids, placed together, to isometric scale. Give all dimensions.
 
34. Construct an isometric projection of a frustum of a pentagonal pyramid of base side 40 mm, top side 30 mm and height of axis 60 mm. when resting on HP with its base on it, one of its base sides is perpendicular to VP and the axis is perpendicular to HP. Give dimensions.
 
35. A hexagonal prism with base side 30 mm and height 40 mm is resting on HP on its hexagonal base. One of its base sides is parallel to VP. On the top hexagonal end, a sphere of 25 mm radius is centrally placed. Taking their common axis perpendicular to HP. Draw the isometric projection of the two solids. Give all dimensions.
 
36. Construct an isometric projection of a hemisphere of diameter 90 mm having its circular face parallel to HP on the upper side. Give all dimensions.
 
37. A cone with base diameter 50 mm and height 80 mm, is centrally placed with is circular base on the square top surface (top side 60 mm) of the frustum of a square pyramid (bottom side 80 mm) and height 70 mm keeping the common axis vertical and two parallel sides of the bottom surface of the frustum, parallel to VP, draw the isometric projection of the solids, placed together. Give all dimensions.
 
38. A hemisphere of diameter 84 mm is having its circular face parallel to HP on the upper side. A regular pentagonal prism of base side 24 mm and height 55 mm is resting centrally on it, with a base side away from the


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