CBSE Class 11 Engineering Drawing Worksheet

Read and download free pdf of CBSE Class 11 Engineering Drawing Worksheet. Students and teachers of Class 11 Other Subjects can get free printable Worksheets for Class 11 Other Subjects Engineering Drawing in PDF format prepared as per the latest syllabus and examination pattern in your schools. Class 11 students should practice questions and answers given here for Other Subjects in Class 11 which will help them to improve your knowledge of all important chapters and its topics. Students should also download free pdf of Class 11 Other Subjects Worksheets prepared by school teachers as per the latest NCERT, CBSE, KVS books and syllabus issued this academic year and solve important problems with solutions on daily basis to get more score in school exams and tests

Worksheet for Class 11 Other Subjects Engineering Drawing

Class 11 Other Subjects students should refer to the following printable worksheet in Pdf for Engineering Drawing in Class 11. This test paper with questions and answers for Class 11 will be very useful for exams and help you to score good marks

Class 11 Other Subjects Worksheet for Engineering Drawing

 

Q1. Project front & top view of a vertical equilateral triangle ABC of 40 mm sides parallel to VP & base side resting on HP.

Q2. Project top & front view of a horizontal square ABCD of 40 mm sides, with two sides parallel to VP.

Q3. Project top & front view of a horizontal hexagon ABCDEF of 25 mm sides with two opposite sides at right angles to VP.

Q4. Project the front view & top view of a vertical circle of 40 mm dia. parallel to VP.

Q5. Project the front view & top view of a semi - circle of 40 mm dia. parallel to HP perpendicular to VP.

Q6. Project top & front view of a vertical square ABCD of 40 mm sides with its base on HP & inclined to VP at 450 towards left.

 

Q1. Project the top view & front view of a square prism of 35 mm base edges & 50 mm height standing on HP vertically with two of its vertical rectangular faces parallel to VP.

Q2. Project the top view & front view of a hexagonal prism of 25 mm base edges & 50 mm height, having two of its vertical rectangular faces parallel to VP & its base on HP.

Q3. Project the top view & front view of a cylinder of 50 mm dia & 50 mm height, standing vertically on HP.

Q4. Project the front view & top view of a sphere of 50 mm diameter resting on HP.

Q5. Project the top view & front view of a triangular pyramid of 45 mm base edges & 50 mm height standing on HP with one of its base edges on the rear parallel to VP.

Q6. Project the top view & front view of a cone 50 mm base diameter & 50 mm vertical axis with its base on HP.

Q7. Project front view & top view of a hexagonal prism of 25 mm and edges & 60 mm long resting on the HP

on one of its rectangular faces with its long edges at right angles to VP.

Q8. Project the front view & top view of a hollow cylinder having outer dia 50 mm, inner dia 40 mm & length 50 mm resting on the HP with its axis normal to VP.

Q9. Project the FV & TV of a horizontal cylinder of 50 mm dia & 50 mm long axis normal to VP.

Q10. A triangular pyramid of 50 mm base edges & 50 mm axis is resting on its base corner on the HP, so that the upper edge of the base is horizontal. The base is on the rear & parallel to VP. Project front view & top view.

Q11. A cone of 50 mm base diameter & 55 mm axis in resting on HP with its base vertical & parallel to VP. Project the front view & top view.

Q12. Project the front view & top view of a square prism of 40 mm end edges & 50 mm length, having its square ends vertical & parallel to VP & two of its rectangular faces inclined to HP at 300 towards left.

C.

Q1. Project the top view & front view of a horizontal triangular prism of 35 mm end edges & 60 mm length resting on the one of its rectangular faces on the Hp with its ends at right-angles to VP.

Q2. Project the front view & top view of a horizontal square prism of 30 mm end eges & 70 mm length resting on one of its long edges on HP parallel to Vp with the rectangular faces inclined at 450 to HP.

Q3. Project the front view & top view of a triangular pyramid of 50 mm base edges & 70 mm leng with its axis parallel to VP & HP resting on one of its base edges on HP.

Q4. Project the front view & top view of a horizontal cylinder of 40 mm diameter & 70 mm long axis resting on the HP with its axis parallel to VP.

Q5. Project the top view & front view of a cone of 40 mm base diameter & 70 mm long axis, resting on HP with the axis horizontal & parallel to VP.

1 Mark Question

A

Q1. A triangular prism of 40 mm base edges & 60 mm length is resting on HP on one of its rectangular faces with its triangular ends inclined to VP at 450 towards left. Project top view in front view.

Q2. A pentagonal prism of 25 mm end edges & 60 mm length is resting on HP on one of its rectangular faces, with its pentagonal ends inclined to VP at 600 towards left. Project top view & front view.

Q3. A cone of 40 mm base diameter & 60 mm axis, is resting on HP with its axis parallel to HP & inclined to VP at 300 towards left. The open of the cone is in front. Project top view in front view.

B

Q1. A triangular prism of 40 mm base edges & 60 mm length, rests on HP on one corner of one of its triangular ends with the rectangular face containing that corner is on the back and parallel to VP. The long edges of the rectangular face (on back) are inclined to HP at 300 towards the left. Project front view & top view.

Q2. A hexagonal prism having and edges 20 mm & long edges 60 mm is resting on HP on one corner of its base, so that the long edges are parallel to VP & inclined to HP at 300 towards left. Two opposite rectangular faces are parallel to VP. Project front view & top view.

Q3. A pentagonal pyramid of 30mm base edges & 70 mm axis is resting on HP on one corner of its lease so that the lease edge on top is parallel to HP & the axis makes an angle of 300 with HP towards right. Project front view & top view.

Q4. A cylinder of 40 mm lease diameter & 60 mm axis is resting on HP so that its axis is inclined to HP at 300 towards the right & parallel to VP. Project its front view & top view.

Q5. A circle of 55 mm diameter touches HP & inclined to it at 450 towards the left. Project its FV & TV.

C.

Q1. A square ABCD of 40 mm sides is resting on HP on its side AB which is inclined to VP at 450 towards right. The surface of the square is inclined to HP at 450. Project its top view & front view.

Q2. A regular hexagon of 25 mm sides in resting on HP on its side AB, which is inclined to VP at 450 towards left. The surface of the hexagon is inclined to HP at 450. Project its top view & front view.

Q3. A circle of 40 mm diameter rests on HP at the end C of its diameter COD. Its horizontal diameter ADB is inclined to VP at 450 towards the right. Its surface is inclined to HP at 450 towards the front. Project its top view & front view.

Q4. A cube of 40 mm edges, rests on an edge which is inclined to VP at 600 towards the left. The face on this edge, towards the right is inclined at 600 & that towards the left at 300 to HP. Two faces of the cube, one visible from front & the other on the back are vertical. Project its top view & front view.

Q5. A cylinder of 40 mm base diameter & 60 mm axis, rests on HP so that its axis is inclined to HP at 300 towards the right & it lies in a plane inclined to VP at 300 towards the right. Its end on top is visible from the front. Project its top view & front view.

Q6. A cone of 40 mm base diameter & 65 mm axis, is resting on HP so that its axis is inclined to HP at 300 towards the right & it lies in a plane inclined to VP at 450 towards left. Its base is visible from front. Project its top view & front view.

ENGINEERING DRAWING ASSIGNMENT – III

A

1. A triangular pyramid of 50 mm base edges & 70 mm height standing on the HP with one of its base edges on the rear parallel to the VP is cut parallel to its base 35 mm above it. Project the top view & front view of the frustum.

2. The frustum of a sphere of 50 mm diameter & 40 mm vertical axis is resting on HP with its sectioned face horizontal. Project its front view & top view.

3. The frustum of a cone base diameter 50 mm, sectioned face diameter 25 mm & vertical axis 30 mm is resting on its base on HP. Project its top view & front view.

4. The frustum of an inverted hexagonal pyramid of 30 mm top face edges, 35 mm vertical axis & 15 mm bottom face edges rests on HP with one edge on the back parallel to VP. Project its top view & front view.

5. The frustum of a square pyramid of 40 mm base edges & 20 mm cut face edges is resting on HP on a base edge with its 40 mm along axis horizontal & at right angles to VP. The cut face is in front. Project its front view & top view.

6. The frustum of a cone of 40 mm base diameter & 20 mm cut face diameter, rests on HP with its 40 mm long axis parallel. to HP & at right angles to VP. The cut face is in front. Project its front view & top view.

7. The frustum of a cone of 45 mm base diameter & 25 mm cut face diameter & 50 mm axis, rests on HP so that its axis is parallel to VP or inclined to HP at 300 towards right. Project its front view & top view when the cut face is on top.

8. The frustum of a cone of 40 mm base diameter & 20 mm cut face diameter rests on HP with its axis 50 mm long parallel to HP & inclined to VP at 300 towards right. Project its top view & front view when the cut face is in front.

B.

1. Project the front view & sectional top view of a vertical square prism of 45 mm base edges & 60 mm high, resting on HP with two rectangular faces parallel to VP sectioned horizontally 20 mm below its top face.

2. Project the front view & sectional top view of a cylinder of 50 mm diam & 60 mm height resting on HP sectioned horizontally 30 mm above its base.

3. A vertical hexagonal pyramid of 25 mm base edges & 60 mm height resting on HP with two opposite base edges at right angles to VP is sectioned by a horizontal plane, 30 mm above its base. Project its front view & sectional top view.

4. Project the front view & sectioned top view of a vertical cone of 50 mm base diameter & 60 mm axis, resting on HP & sectioned by a horizontal plane early at its mid height. 

1. Project the sectional front view & top view of a vertical triangular prism of 50 mm base edges & 60 mm height resting on HP with a vertical rectangular face on the rear, parallel to VP, sectional vertically parallel to VP.

2. A cylinder of 50 mm diameter & 60 mm height resting on HP is cut by a vertical plane parallel to VP. Project its top view sectional front view.

3. Project the sectional front view & top view of a cone of 50 mm base diameter & 60 mm axis, resting vertically on HP, sectioned by a vertical plane parallel to VP.

4. A vertical pentagonal prism of 30 mm base edges & 50 mm height, resting on HP with one edge of its base on the back side parallel to VP, is sectioned by an oblique plane, inclined to HP at 600 towards the right. Project its front view & sectional top view.

5. A cylinder of 50 mm base diameter & 60 mm axis rests vertically on HP. It is sectioned by an oblique plane inclined at 450 to HP. Project its front view & sectional top view.

6. A cone of 60 mm base diameter & 65 mm vertical axis resting on HP is sectioned by an oblique plane inclined to HP & parallel to its generator on the right. Project its front view & sectional top view.

7. A cylinder of 50 mm diameter & 60 mm long horizontal axis is resting on HP with its circular ends parallel to VP. It is cut horizontally above its centre. Project its FV & sectional TV.

8. A square prism of 45 mm long edges & 60 mm length is resting on one of its rectangular faces on HP with its square ends parallel to VP. It is sectioned by a plane parallel to VP. Project its TV & sectional front view.

9. A cylinder of 50 mm base diam & 60 mm horizontal axis is resting on HP with its circular ends parallel to VP. Projects its TV & sectional front view exposed by a vertical section parallel to VP.

10. A sphere of 50 mm diam resting on HP is sectioned by an oblique plane inclined to the HP towards the right. Project the FV & sectional TV.

11. A cylinder of 50 mm base diam & 60 mm long is resting on HP, with its circular ends at right angles to VP. It is sectioned by a horizontal plane above its axis. Project its FV & sectional TV.

12. A cone of 50 mm base diam & 60 mm horizontal axis, resting on HP with its axis parallel to VP. It is cut by an oblique plane parallel to its generator. Project its FV & sectional TV.

More Study Material

CBSE Class 11 Other Subjects Engineering Drawing Worksheet

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Worksheet for CBSE Other Subjects Class 11 Engineering Drawing

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