Junior Cycle · Junior Cycle Graphics
Junior Cycle Graphics: Auxiliary views & true shape
How often Auxiliary views & true shape 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 Auxiliary views & true shape.
- As a single line
- At its true shape
- Smaller than true shape
- They are too small to show in the main views
- They are hidden behind other faces in plan
- They slope, so no main view shows true shape
- Project at 90° to that line
- Measure it in the end view
- Project straight down to the plan
Show the answers
(a) At its true shape
(b) They slope, so no main view shows true shape
(c) Project at 90° to that line
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 | Q3e |
| 2025 | Q2b, Q3f |
| 2024 | Q3d |
| 2023 | Q3d |
| 2022 | Q3e |
Links open the State Examinations Commission’s paper for that year.
More Auxiliary views & true shape questions
Auxiliary views & true shape, 3 marks
An auxiliary view is projected from the elevation. Its distances from X1Y1 are taken from?
- The elevation
- The pictorial
- The plan
Show the answer
The plan
The new view looks from a new direction, but each point's distance from the vertical plane does not change. Measure it from X–Y in the plan and set it out from X1Y1.
Auxiliary views & true shape, 3 marks
An upright square prism is cut right across by a plane seen as a sloping line in elevation. True shape of the cut?
- A triangle
- A rectangle
- A square
Show the answer
A rectangle
Across the prism the cut is still the square's width, but along the slope it is longer than the side. So the true shape is a rectangle, found with an auxiliary view.
Other Graphics topics
- Angles, triangles & polygons
- Dividing a line into equal parts
- Drawing conventions & dimensions
- Ellipse
- Freehand pictorial sketching
- Freehand sketching of views
- Orthographic projection
- 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