WHAT IS MATHSKI
your IB maths companion.
mathski gives you three things: practice worksheets for every topic, past-style exam questions, and an AI-powered IA marking tool that grades criterion-by-criterion with calibrated feedback — the same way your teacher does.
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Worksheets
parallel practice sheets for every topic. questions and solutions toggle between orange steps and blue final answers.
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Exam Questions
past-style questions organised by topic. coming soon.
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IA Marking
upload your IA and get criterion-by-criterion marks with coversheet comments, ready for your teacher to review.
FOR TEACHERS
mathski's IA marking tool is available for individual students at £3.49 per report — including criterion marks, secure/borderline/vulnerable verdicts, and a personalised improvement breakdown sent to your inbox. Teacher accounts get unlimited access for £49.99/year.
TEACHERS
£49.99
per year
- unlimited IA marks for your whole class
- criterion-by-criterion marks with calibrated feedback
- coversheet comments, ready to edit
- strict, moderation-ready marking
- anchor paper context included
mock papers coming soon — included in teacher plan.
BEFORE YOU BEGIN
How Mathski works — and what it can't do
First-pass drafting aid only. All marks must be reviewed and finalised by the teacher.
Criteria C and D need the most human oversight — most prone to over-award.
Mathematical correctness in Criterion E is checked but not guaranteed. Verify calculations independently.
Graphs, GDC screenshots, and diagrams in PDFs may not be fully readable. Note this for Criterion B.
Marks anchored strictly to official IB descriptor language. Volume and ambition do not substitute for meeting descriptors.
Each criterion flagged secure / borderline / vulnerable to support moderation-ready submission.
Built on official IB Mathematics IA assessment criteria and descriptors for SL and HL.
Coversheet comments are drafts — edit before pasting into any official form or IBIS.
The teacher remains the marker. Mathski supports — it does not replace — professional judgement.
THE MARKING FRAMEWORK
What is your IA marked against?
Every IB Mathematics Internal Assessment is marked by your teacher against five criteria — A through E — and then externally moderated by the IB. The total mark is out of 20. Criteria A to D are identical for SL and HL students. Criterion E (Use of Mathematics) has separate descriptors for SL and HL, with HL requiring greater sophistication and rigour at the top bands.
A Presentation
B Mathematical Communication
C Personal Engagement
D Reflection
E Use of Mathematics
Marking uses a best-fit model — the descriptor that most accurately reflects the overall level of the work is selected. It is not necessary for every aspect of a descriptor to be met. The documents below are the official and supporting materials that Mathski's marking is based on. Download and review them to understand exactly what examiners are looking for.
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IB Mathematics IA Guide
Official
IA Mark Sheet & Rubric
Official
IA Marking Checklist (SL)
Supplementary
UPLOAD YOUR IA
Drop your IA here, or click to browse
PDF, DOCX or TXT · max ~4MB (compress if larger)
SELECT COURSE
SL·AI
Standard Level Applications
SL·AA
Standard Level Analysis
HL·AI
Higher Level Applications
HL·AA
Higher Level Analysis
Processing…
MARKING COMPLETE
Criterion Results
—
out of 20
Want to know why you got these marks — and exactly what to do to improve them?
Your free report includes criterion-by-criterion justifications and specific, actionable improvements for your IA.
Red Flags
These marks are a first-pass drafting aid. All marks must be reviewed and finalised by the class teacher before submission. Coversheet comments are drafts — edit before pasting into any official form or IBIS. The teacher remains the marker of record.
SHADOW WORKSHEETS
Practice Questions — IB Mathematics AA
Parallel practice worksheets for every topic. Each sheet opens with a Questions ↔ Solutions toggle — orange shows working steps, blue shows the final answer. Print or use on-screen.
🔢 ALGEBRA
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Indices I
SL / HL
Indices II
SL / HL
Introduction to Logarithms
SL / HL
Laws of Logarithms I
SL / HL
Laws of Logarithms II
SL / HL
Quadratic Functions
SL / HL
Quadratic Solutions
SL / HL
Sketching Cubics
HL only
Proof
HL only
Sum & Product of Roots
HL only
📐 SEQUENCES & SERIES
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Arithmetic Sequences I
SL / HL
Arithmetic Sequences II
SL / HL
Geometric Sequences I
SL / HL
Geometric Sequences II
SL / HL
Mixed Sequences (SL)
SL
Mixed Sequences (HL)
HL only
Binomial Expansion I
SL / HL
Binomial Expansion II
SL / HL
Binomial Expansion III
HL only
Geometric Connections
SL / HL
Permutations & Combinations
HL only
📈 FUNCTIONS
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Basic Functions
SL / HL
Mixed Functions I
SL / HL
Mixed Functions II
SL / HL
Drawing Inverses from a Graph
SL / HL
Transforming Functions
SL / HL
Modulus & Reciprocal Functions
HL only
Rational Functions
HL only
📐 TRIGONOMETRY
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Trig Past Paper (GDC)
SL / HL
Trig Past Paper (Non-GDC)
SL / HL
Solving Trig Equations (Non-GDC)
SL / HL
Double Angle Formulae
HL only
∂ DIFFERENTIATION
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Polynomial Differentiation
SL / HL
Quotient & Product Rule
SL / HL
Chain Rule
SL / HL
Gradient & Graphs
SL / HL
Tangents & Normals
SL / HL
Stationary Points
SL / HL
Points of Inflection
HL only
Optimisation
SL / HL
Optimisation of Area
SL / HL
Optimisation of Volume
SL / HL
Implicit Differentiation
HL only
L'Hôpital's Rule
HL only
Maclaurin Series
HL only
∫ INTEGRATION
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Integration Rules
SL / HL
Polynomial Integration I
SL / HL
Polynomial Integration II
SL / HL
Integration by Substitution
SL / HL
Integration by Parts
HL only
Area & Fundamental Theorem
SL / HL
Volume of Revolution
SL / HL
Kinematics
SL / HL
Volume & Kinematics (HL)
HL only
🎲 PROBABILITY
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Venn Diagrams
SL / HL
Tree Diagrams
SL / HL
Conditional Probability
SL / HL
Mutually Exclusive Events
SL / HL
HL Probability
HL only
Super Speed Probability
SL / HL
📊 STATISTICS
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Averages
SL / HL
Box Plots & Cumulative Frequency
SL / HL
Bivariate Statistics
SL / HL
Normal Distribution I
SL / HL
Normal Distribution II
SL / HL
Discrete Random Variables
SL / HL
Binomial Distribution
SL / HL
Continuous Random Variables I
HL only
Continuous Random Variables II
HL only
Probability Generating Functions
HL only