What's inside.
Plotter, diagram builder, marking schemes, past-paper index, worksheets. The figures on this page are the same ones the product renders into a paper.
Every curve from its equation.
Type the equation. The plot comes out at print quality, with roots and turning points correctly placed.
Every function class on the LC syllabus.
Linear, quadratic, cubic, higher-degree polynomial, rational, trigonometric, exponential, logarithmic, surd, and absolute-value. Nested expressions like sin(2x) + x/3 are handled.
Line weight, grid spacing, and ink colour match the SEC papers.
- DomainChosen automatically, or set by you
- RangeScaled so roots and turning points are visible
- LabelsRoots, turning points, asymptotes, holes on request
- OutputSVG on screen, PDF on export. No raster.
Diagrams built from the numbers you give.
Lengths, angles, and constraints from the question end up in the figure.
Coordinates come from the description.
Write “triangle inscribed in a circle, diameter AB, P on the circle”. The right angle at P and the vertex labels follow from there.
When more than one layout is valid, the one that prints cleanly is picked.
- ShapesPoint, line, segment, circle, arc, angle, polygon, locus
- ConstraintsLength, angle, tangency, perpendicularity, on-circle, equal-to
- LabelsSerif italic vertices, mono units, auto-offset to avoid overlap
- DeterminismThe same description produces the same figure, every time
Unit-circle proofs, cones, vector figures.
Drawn the way SEC papers draw them. The figures below come from the same engine as the figure studio.
The same engine powers unit-circle proofs, scene-3D flagpole and elevation-angle questions, triangle-rule derivations, and every other SEC-style scaffold in the studio.
The marking scheme is built into the paper.
Each question carries its scheme in the file. The paper and the scheme print together.
Marks add up to the header total.
Each part has a mark allocation and an accepted solution. Part allocations sum into the question header.
SEC marking schemes already use this structure. Here it can be edited directly.
- PartsParts (a), (b), sub-parts (i), (ii), renumber automatically
- Solution setAccepted final answer plus accepted intermediate forms
- TotalsPart allocations sum into the question header
- ExportSeparate PDF, same layout as the paper, answer key column on the right
Past questions, indexed by what they test.
Every Leaving Certificate maths paper since 2017, indexed by topic and sub-part.
| Year | Paper | Q | Marks | Sub-topic |
|---|---|---|---|---|
| 2023 | P1 | Q6 | 25 | continuous compound |
| 2022 | P1 | Q5 | 20 | half-life |
| 2021 | P1 | Q7 | 30 | continuous compound |
| 2019 | P1 | Q5 | 25 | doubling time |
| 2018 | P1 | Q6 | 30 | population model |
| 2016 | P1 | Q5 | 20 | half-life |
Drop a question in, the scheme follows.
When a past question is dropped into a new paper, the original wording and marking scheme stay attached.
- CoverageEvery SEC paper, 2017 to present
- GranularityIndexed by question, part, and sub-part
- SearchBy topic, year, mark allocation, difficulty
- AdaptChange numbers or context, the figure and scheme re-solve
Worksheets, warm-ups, class notes.
Shorter formats than a full paper, written with the same authoring tools.
Differentiation, ten minutes
- Differentiate f(x) = 3x² − 5x + 2.
- Find dy/dx where y = (2x + 1)³.
- For g(x) = x² ex, find g'(x).
- A particle moves with s(t) = t³ − 6t² + 9t. Find the time(s) when velocity is zero.
What changes is the layout.
A worksheet is a paper without the cover page. Class notes are a paper with the answers shown inline alongside the questions.
- Warm-upsFive questions, ten minutes, one topic
- WorksheetsTopic-scoped practice, with or without a marking scheme
- NotesWorked examples, rendered inline, ready to hand out
- Class testsUnder an hour, custom mark totals, shareable answer key