Junior Cycle · Junior Cycle Graphics
Junior Cycle Graphics: Orthographic projection
How often Orthographic projection comes up on the Graphics papers, every year it was asked, and questions to try.
CL Asked on 5 of the last 5 Common Level papers, most recently in 2026. banker
Quick ones on Orthographic projection.
- Directly above the elevation
- Directly below the elevation
- To the left of the end view
- End view
- Elevation
- Plan
- A circle
- An ellipse
- A rectangle
Show the answers
(a) Directly below the elevation
(b) Plan
(c) A circle
Common Level
Asked on 5 of the last 5 Common Level papers, most recently in 2026. banker
Every paper, year by year
| Year | Where it came up |
|---|---|
| 2026 | Q3d, Q3e |
| 2025 | Q1b, Q3f, Q4c, Q5d |
| 2024 | Q3d, Q3e, Q4a, Q5a, Q5c |
| 2023 | Q2a, Q3d |
| 2022 | Q2b, Q3e, Q6a |
Links open the State Examinations Commission’s paper for that year.
More Orthographic projection questions
Orthographic projection, 3 marks
A hole goes right through a block but is hidden in the elevation. How is it shown there?
- A circle with two centre lines
- Two thick lines with hatching
- Two dashed lines and a centre line
Show the answer
Two dashed lines and a centre line
Hidden edges are dashed, so each side of the hole becomes a dashed line, with a chain line for its axis. The circle appears in the view that looks into the hole.
Orthographic projection, 3 marks
Which size is shared by the elevation and the end view beside it?
- Depth
- Height
- Length
Show the answer
Height
Elevation and end view sit side by side and are projected across with horizontal lines, so every height matches. That is why they must line up level.
Orthographic projection, 3 marks
In orthographic projection, what is a 45° line used for?
- Carrying depths from plan to end view
- Finding the true length of an edge
- Setting out a chamfer on the plan view
Show the answer
Carrying depths from plan to end view
Depths in the plan are carried across to the 45° line and turned into the end view, so plan and end view match. Compass arcs can do the same job.
Other Graphics topics
- Angles, triangles & polygons
- Auxiliary views & true shape
- Dividing a line into equal parts
- Drawing conventions & dimensions
- Ellipse
- Freehand pictorial sketching
- Freehand sketching of views
- Parabola
- Rendering & presentation
- Spatial reasoning & visualising
- Surface development
- Tangents & circles in contact
- True length & indexing
- Bisectors & centre of a circle
- Circle terms & properties
- Measurement, scales & area
- Perspective drawing
- Sections & truncated solids
- Similar figures & enlargement
- Axonometric projection
- Solids & their properties
- Transformations & symmetry
- Isometric & oblique drawing
- Solids of revolution