Subjects · Leaving Cert Design & Communication Graphics (DCG)
Leaving Cert Design & Communication Graphics (DCG): Axonometric projection
How often Axonometric projection comes up on the Design & Communication Graphics papers, every year it was asked, and questions to try.
HL Asked on 7 of the last 9 Higher Level papers, most recently in 2025. most years
OL Asked on 9 of the last 9 Ordinary Level papers, most recently in 2025. banker
Quick ones on Axonometric projection.
- They are its sides
- They are its altitudes
- They are its angle bisectors
- The Y axis
- The X axis
- The Z axis
- The angle in a semicircle is 90°
- It locates the origin on the horizon
- It keeps lengths at the 0.816 scale
Show the answers
(a) They are its altitudes
(b) The Z axis
(c) The angle in a semicircle is 90°
Higher Level
Asked on 7 of the last 9 Higher Level papers, most recently in 2025. most years
Every paper, year by year
| Year | Where it came up |
|---|---|
| 2025 | A1 |
| 2024 | B3 |
| 2023 | B3 |
| 2022 | Not asked |
| 2021 | B3 |
| 2019 | B1 |
| 2018 | A1 |
| 2017 | A1 |
| 2016 | Not asked |
Links open the State Examinations Commission’s paper for that year.
More Axonometric projection questions
Axonometric projection, 2 marks
In the axes method, what does each side of the axonometric triangle represent?
- One of the three axes
- A true length of the object
- The trace of a plane of reference
Show the answer
The trace of a plane of reference
The picture plane cuts the three planes of reference (plan, elevation and end planes) in three lines that form the triangle. The axes are square to these sides.
Axonometric projection, 3 marks
In a dimetric projection, how are the three angles between the projected axes related?
- All three are different
- Two of them are equal
- All three are equal
Show the answer
Two of them are equal
Two axes are equally tilted to the picture plane, so the view is symmetrical about the third axis. Isometric has all three angles equal; trimetric has all three different.
Axonometric projection, 3 marks
Does drawing the axonometric triangle larger make the finished axonometric view larger?
- No: it only moves the picture plane
- Yes, in proportion to the triangle
- Yes, but only in trimetric
Show the answer
No: it only moves the picture plane
The triangle's shape sets the viewing direction; its size only sets where the picture plane cuts the axes. Parallel projection onto a parallel plane gives the same size view.
Ordinary Level
Asked on 9 of the last 9 Ordinary Level papers, most recently in 2025. banker
Every paper, year by year
| Year | Where it came up |
|---|---|
| 2025 | B2 |
| 2024 | B2 |
| 2023 | B3 |
| 2022 | B1 |
| 2021 | B2 |
| 2019 | B2 |
| 2018 | B3 |
| 2017 | B2 |
| 2016 | B1 |
Links open the State Examinations Commission’s paper for that year.
More Axonometric projection questions
Axonometric projection, 2 marks
In the axes method, what shape is the axonometric triangle for an isometric projection?
- Isosceles with one 90 degree angle
- Scalene
- Equilateral
Show the answer
Equilateral
In isometric the three axes are equally inclined to the axonometric plane, so the traces of the three reference planes form an equilateral triangle.
Axonometric projection, 3 marks
In the axes method, how is the true shape of a plane of reference found?
- Redraw it with 30 degree axes
- Fold it flat about a side of the triangle
- Project it down onto the ground line
Show the answer
Fold it flat about a side of the triangle
Each reference plane is hinged about one side of the axonometric triangle and rotated flat. True sizes are set out there and projected back.
Axonometric projection, 2 marks
In orthogonal axonometric projection, projectors meet the axonometric plane at what angle?
- 90 degrees
- 45 degrees
- 30 degrees
Show the answer
90 degrees
Orthogonal means at right angles. Parallel projectors strike the axonometric plane at 90 degrees, just as in an ordinary plan or elevation.
Other Design & Communication Graphics (DCG) topics
- Interpenetration of solids
- Intersecting planes & dihedrals
- Orthographic & auxiliary views
- Perspective drawing
- Oblique planes & traces
- Parabola
- Solids in contact
- True length & angles of lines
- Surface development & envelopment
- Tangency: circles & arcs
- Ellipse
- Hyperbola
- Sections of solids
- Skew lines
- Cube & tetrahedron
- Plane figures & constructions