IB MYP Mathematics

IB MYP 5 Mathematics

Typically Grade 10 / Class 10
Grade and year names vary by country; confirm placement with your school.

Consolidate the final MYP year, prepare for school assessments and optional mathematics eAssessment, and plan the transition to DP.

One-to-one online maths tutoring with Anand Sir. Lessons follow your school unit plan and focus on the steps you find difficult.

MYP 5
TrackIB Middle Years Programme
LevelMYP 5 · Grade 10 (typical)
FocusAssessment and DP readiness
Assessment criteria
A Knowledge Select and apply methods
B Patterns Explore and justify rules
C Communication Make reasoning clear
D Application Model and evaluate
Number & algebra Functions & mathematical models Geometry & trigonometry Statistics & probability Assessment & transition

Start with your schoolwork and the step where you get stuck

Bring your school's standard or extended mathematics topic list, a recent marked task and your next assessment date. We use these to identify priority gaps and plan revision at the depth your school expects.

For a modelling question, work through choosing a relationship, interpreting the answer and explaining the model's limitations. If your school has registered you for mathematics eAssessment, include on-screen practice in the plan; eAssessment is not assumed for every student.

The paid introductory session combines a learning check with focused teaching and a suggested starting plan. Bring a recent marked task and your own attempt so we can work from your reasoning.

What do the course name and level mean?

MYP means Middle Years Programme. The number identifies the programme year, not a grade awarded. Mathematics and extended mathematics are school pathways; SL and HL are Diploma Programme labels.

See the guide to course names, levels and codes →

Who should take MYP 5?

MYP 5 students preparing for final school assessments, optional eAssessment or the move to IB DP mathematics.

Learners who benefit from a structured plan alongside their current school lessons.

Bring your school’s standard or extended topic list and assessment entry details so revision targets the right content.

Students who want to explain their reasoning as well as improve calculation accuracy.

MYP 5 syllabus & learning plan

IB MYP is a flexible framework, not a single worldwide year-by-year syllabus. The topics below are a suggested tutoring sequence; lessons follow your school's unit plan, prior learning and assessment criteria.

01

Number & algebra

Use fluent algebra to support unfamiliar problem solving.

02

Functions & mathematical models

Interpret, compare and evaluate different relationships.

03

Geometry & trigonometry

Combine spatial reasoning with clear calculations.

04

Statistics & probability

Make and critique conclusions based on data.

05

Assessment & transition

Bring methods, explanations and reflection together.

MYP 5 topic-by-topic learning plan

Use this suggested topic map alongside your school unit plan. Topics can move between years; extension work is selected after checking readiness.

01

Number & algebra

Use fluent algebra to support unfamiliar problem solving.

MYP 5 Learning Plan

Suggested coverage, matched to your school

Indices, scientific notation and exact values Percentage growth and financial contexts Algebraic manipulation and rearrangement Linear, quadratic and simultaneous equations Sequences and generalisation Extended algebraic methods only where required by the school
02

Functions & mathematical models

Interpret, compare and evaluate different relationships.

MYP 5 Learning Plan

Suggested coverage, matched to your school

Linear and quadratic models Exponential growth and decay where taught Function notation, graphs and transformations Intersections and graphical solutions Direct and inverse variation Choosing domains and evaluating model limitations
03

Geometry & trigonometry

Combine spatial reasoning with clear calculations.

MYP 5 Learning Plan

Suggested coverage, matched to your school

Similarity and scale in two and three dimensions Pythagoras and right-triangle trigonometry Circle and coordinate geometry Surface area and volume in applications Non-right-triangle methods for the appropriate pathway Extended spatial problems where included
04

Statistics & probability

Make and critique conclusions based on data.

MYP 5 Learning Plan

Suggested coverage, matched to your school

Sampling quality and bias Distribution summaries and comparison Correlation and regression interpretation Multi-step probability using tables and trees Conditional probability where taught Evaluating statistical claims and uncertainty
05

Assessment & transition

Bring methods, explanations and reflection together.

MYP 5 Learning Plan

Suggested coverage, matched to your school

Mixed-topic revision based on diagnostic gaps Pattern investigations with supported general rules Written explanations and mathematical notation Real-world modelling and evaluation On-screen practice if registered for eAssessment AA/AI and SL/HL readiness discussion based on school advice

Investigate, explain and apply

A sample investigation

Explore a pattern involving areas or sequences, propose a rule, justify it and test its validity beyond the first examples.

A real-world application

Fit a model to a small dataset, interpret its predictions and explain why extrapolating too far may be unreliable.

These are practice examples; your school sets the assessed tasks and their requirements.

MYP 5 assessment & investigations

1

Criterion A — choose and use suitable mathematics in routine and unfamiliar problems.

2

Criterion B — explore examples systematically, identify a rule and support your conclusion.

3

Criterion C — connect notation, diagrams, tables and explanations so your reasoning is understandable.

4

Criterion D — select mathematics for a practical situation, interpret the result and evaluate its usefulness.

5

School tasks use the relevant year-level descriptors. Tutoring feedback follows the task rubric; the school awards official grades.

6

Mathematics eAssessment is optional and depends on school registration. Confirm the mathematics or extended mathematics entry and exam-session requirements with your coordinator.

Teaching plan

  • Review the school unit plan, recent marked work and the student’s own explanation of a difficult question.
  • Teach a priority concept through a worked example, then fade support as the student attempts a related problem.
  • Use short independent practice and an error log to check whether learning lasts beyond the lesson.
  • Practise an investigation or application with feedback on reasoning and presentation, while the student remains the author.
  • Plan an appropriate AA or AI route at SL or HL with your school, using demonstrated strengths, interests and future requirements.

Common questions about MYP 5

Practical answers about topics, school alignment and assessment for this MYP year.

01

Which grade is MYP 5 equivalent to?

MYP 5 usually corresponds to Grade 10 (Class 10). This is the common Grades 6–10 mapping; local year names and placement rules vary by school and country.

02

Is there one fixed MYP 5 syllabus?

IB MYP is a flexible framework, not a single worldwide year-by-year syllabus. The topics below are a suggested tutoring sequence; lessons follow your school's unit plan, prior learning and assessment criteria.

03

How do you match lessons to my school?

Share the unit outline, textbook chapter, task rubric and a recent test. I identify the current topic, prerequisite gaps and the depth your teacher expects.

04

Is this Standard Level or Higher Level?

SL and HL are DP course labels. MYP uses mathematics and extended mathematics pathways; the school’s provision and the student’s readiness determine the appropriate challenge.

05

Will I take a mathematics eAssessment?

Only if your school registers you. I confirm your entry and use school-approved materials for the applicable session alongside criteria-based practice.

06

What should I bring to an introductory session?

Bring the school topic list, one recent marked assignment and one question you found difficult. The paid session combines a learning check with focused teaching and a suggested plan.

Connect quadratic graphs, algebra and reasoning

An original practice example. Your school topic plan determines when and at what depth you study this skill.

Where does the graph cross the x-axis?

For y = x² − 5x + 6, set y = 0 and factorise: (x − 2)(x − 3) = 0. The intercepts are (2, 0) and (3, 0). Substituting either value into the original expression checks the result.

The midpoint of the roots is x = 2.5. Substitution gives y = −0.25, so the turning point is (2.5, −0.25). Explain why the graph opens upwards.

Try it independently

Find the roots and turning point of y = x² − 6x + 8. Sketch the graph and explain where y is negative before opening the answer.

Check your answer

The factors are (x − 2)(x − 4), giving roots 2 and 4. The turning point is (3, −1). The graph lies below the x-axis for 2 < x < 4.

What students build in MYP 5

Assessment and DP readiness Clear mathematical explanations Independent problem solving School-aligned preparation

Build a plan for your MYP year.

Bring your school unit plan and a recent marked task. The paid introductory session identifies a priority gap and a practical starting point for MYP 5.