Examples
See what Algebrakit looks
like in practice.
Every question type we support, across primary and secondary education. Try them yourself, or watch a short recording if you prefer — no maths required to see the point.
Infrastructure capabilities
What the infrastructure handles
These are the capabilities your application gets without building them. Each one runs underneath every question type listed below.
MATH INPUT
Input across every format and device
Expressions, graphs, geometry, tables, number lines — with handwriting on touch and OCR. Responsive and accessible out of the box. Free unlimited use.
evaluation
Sub-step evaluation, not just final answers
Specialised engines assess individual steps — from multi-digit arithmetic to calculus. Correct working, wrong answer? Algebrakit knows.
Formative feedback
Hints generated on the fly, per solution path
Personalised hints and error feedback for any valid solution path. No manual authoring — the engine generates them from the mathematics.
Curriculum alignment
Notation, language, and strategy per curriculum
Set a student profile — grade, region, curriculum. Algebrakit resolves accepted forms, decimal conventions, and expected notation automatically.
Rich data
Skill-level data per step, per student
Sub-step evaluation produces structured JSON — partial scores, skill tags, error types — ready for your analytics, adaptive engine, or AI tutoring layer.
Question types
Question types
Every question type runs on the infrastructure above. All support randomisation for unlimited practice and full curriculum alignment via student profiles.
PRIMARY EDUCATION
Arithmetic, number sense, and early reasoning
Column arithmetic, ratio tables, number lines, clocks, and money — with step-level evaluation and curriculum-aligned feedback for primary school learners.
5 question types
Secondary education
Algebra, geometry, and advanced mathematics
From equations and functions to calculus, geometry, and chemistry — with sub-step evaluation and personalised hints for any valid solution path.
7 question types
SECONDARY · CORE TYPE
Multistep
Multi-part exercises with sub-step evaluation, personalised hints, and error feedback from arithmetic to calculus.
SECONDARY · ALGEBRA & CALCULUS
Math table
Tables with configurable cell relations — function tables, derivative tables, and algebraic relation tables.
SECONDARY · GEOMETRY & FUNCTIONS
Geometry and graphs
Geometric constructions, function graphs, axes and coordinates, with automatic evaluation of drawn responses.
SECONDARY · STATISTICS
Data analysis
Bar charts, histograms, and frequency tables with interactive data entry and statistical evaluation.
SECONDARY · ALGEBRA
Arrow chain
Chains of operations where students fill in intermediate values or the operations themselves — for function composition and inverse reasoning.
SECONDARY · GEOMETRY
Orthographic projection
Front, side, and top views of 3D objects with automatic evaluation of spatial reasoning responses.
Generic
Flexible types for any level
These types work across both primary and secondary contexts and can be combined with any other question type in a multistep exercise.
6 question types
GENERIC · ALL LEVELS
Multiple choice
Single and multiple selection with configurable options, images, and randomised ordering.
GENERIC · ALL LEVELS
Fill in the blanks
Flexible blank fields within expressions and equations. Supports any input order and randomisation.
GENERIC · ALL LEVELS
Open answer
Free-form mathematical input with full expression evaluation for answers that don’t fit a structured type.
GENERIC · ALL LEVELS
Order list
Drag items into the correct sequence. Evaluated for full or partial ordering with configurable tolerance.
GENERIC · ALL LEVELS
Classify
Drag items into categories. Supports multiple categories, partial membership, and image-based items.
Curriculum specific
Tailored to specific curricula and pedagogical traditions
These types are purpose-built for specific national curricula or pedagogical models and are configured accordingly via student profiles.
2 question types
CURRICULUM SPECIFIC · SINGAPORE
Bar model method
Visual bar diagrams for part-whole and comparison problems — aligned to the Singapore primary mathematics curriculum.
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