Inquiry-Based Learning Training Course

Duration 10 days 18 modules · 65 contact hours
Level Intermediate Certificate on completion
Who attends Science Teachers, Mathematics Teachers and others
Fee from USD 2,200 KSh 190,000 for Kenyan organisations
Where 52 cities + online See dates by city
Next start 16 Nov 2026 Course code SD-EM-106

Before you join: Participants should have experience teaching, supporting or managing science or mathematics learning in schools, colleges or comparable education settings.

Dates & prices

Two start dates a month in every city, and live online on weekdays or weekends. Fees are per participant; classroom fees include tuition, materials, lunch and refreshments, and the certificate.

Suggest a date or city

Showing the next six months. Later dates, other cities and private deliveries for your team are available on request.

Course overview

Inquiry-based learning asks learners to investigate questions, analyse evidence, test ideas and justify conclusions rather than receive answers before thinking. In science and mathematics, this approach can improve conceptual understanding and reasoning, but poorly designed inquiry can leave learners confused, reinforce misconceptions or consume lesson time without producing usable evidence of learning. Education leaders and teachers need a practical way to select worthwhile problems, structure investigation and assess disciplinary thinking.

This course develops the design and facilitation skills needed to run inquiry-based science and mathematics lessons for varied age groups and attainment levels. Participants work with the Inquiry Continuum, the 5E Instructional Model, Claim-Evidence-Reasoning, productive struggle, formative assessment and Universal Design for Learning. They learn to frame investigable questions, select phenomena and rich mathematical tasks, plan data collection, anticipate misconceptions, guide discussion and assess both process and subject knowledge.

Teaching combines short briefings with analysis of classroom cases, lesson-design workshops, facilitated microteaching, group critique and science and mathematics inquiry simulations. Participants progressively develop an inquiry lesson or short sequence for their own curriculum context, then refine it using peer and facilitator feedback. They leave with a classroom-ready inquiry-based learning plan, assessment tools and a facilitation strategy that can be adapted for immediate use.

The course is suited to science and mathematics teachers, subject leaders, curriculum specialists, instructional coaches and school leaders responsible for improving teaching quality. It is particularly useful for teams introducing inquiry methods while maintaining clear curriculum coverage, safe practical work and reliable assessment.

What you will be able to do

  • Design inquiry-based science and mathematics lessons using the Inquiry Continuum and 5E Instructional Model
  • Frame investigable questions, phenomena and rich mathematical tasks aligned to curriculum objectives
  • Facilitate learner talk using questioning, wait time, prompts and evidence-based discussion protocols
  • Develop data-collection procedures and representations suitable for school science investigations
  • Assess scientific reasoning and mathematical justification with Claim-Evidence-Reasoning rubrics
  • Differentiate inquiry tasks using Universal Design for Learning and graduated scaffolds
  • Use formative assessment evidence to respond to misconceptions during inquiry lessons
  • Produce and present a classroom-ready inquiry lesson sequence with assessment and facilitation plans

Benefits of attending

For you

  • Design inquiry lessons without sacrificing subject precision or curriculum coverage
  • Lead science investigations with clearer learner roles, evidence requirements and safety controls
  • Facilitate mathematical discussion beyond answer-getting and procedural recall
  • Diagnose misconceptions through learner explanations, models and representations
  • Build a credible portfolio artefact for subject leadership or instructional coaching roles

For your organisation

  • Improves consistency of inquiry teaching across science and mathematics departments
  • Strengthens learner reasoning, evidence use and mathematical justification
  • Reduces poorly structured practical activities with unclear learning purposes
  • Provides reusable lesson-planning and assessment tools for departmental teams
  • Supports curriculum implementation through observable teaching and assessment practices

Course modules

18 modules over 10 days

Participants can distinguish forms of inquiry and select an appropriate level of learner independence.

  • Distinguishing confirmation, structured, guided and open inquiry lesson forms
  • Inquiry Continuum matched to learner readiness and disciplinary goals
  • Questionable phenomena selected for observable patterns and productive uncertainty
  • Mathematics tasks framed around conjecture, representation and justification
  • Science investigations bounded by materials, time, safety and evidence
  • Teacher roles shifted from answer source to responsive facilitator

Participants can align inquiry activities with explicit science or mathematics learning objectives.

  • Backward design links inquiry outcomes, evidence and learning experiences
  • Disciplinary core ideas separated from engaging but peripheral activity
  • Science objectives specify concepts, practices and evidence expectations
  • Mathematics objectives distinguish procedures, concepts and strategic competence
  • Success criteria written for explanations, models and justified solutions
  • Curriculum sequencing protects prerequisite knowledge before extended investigation

Participants can write questions and problems that produce meaningful disciplinary investigation.

  • Investigable science questions identify variables, observations or comparative conditions
  • Driving questions retain intellectual challenge while defining a feasible scope
  • Low-floor, high-ceiling mathematics tasks admit multiple productive entry points
  • Problem contexts avoid irrelevant detail that obscures mathematical structure
  • Question stems separate prediction, explanation, modelling and evaluation demands
  • Task revision removes hidden assumptions, ambiguous wording and answer cues

Participants can select evidence sources and representations that support disciplinary sense-making.

  • Anchoring phenomena reveal patterns requiring scientific explanation
  • First-hand data compared with secondary datasets and simulation outputs
  • Tables, graphs and diagrams chosen for specific analytical purposes
  • Multiple representations connect quantities, structures, patterns and relationships
  • Measurement uncertainty introduced through repeated readings and sensible precision
  • Data displays expose variation, outliers and limitations before conclusions

Participants can plan coherent inquiry lessons using the five phases of the 5E model.

  • Engage prompts surface prior ideas through puzzling observations
  • Explore activities generate evidence before formal teacher explanation
  • Explain discussions connect learner findings with disciplinary language
  • Elaborate tasks test concept transfer under changed conditions
  • Evaluate evidence gathered through products, talk and performance
  • Phase transitions planned to preserve learner ownership and conceptual clarity

Participants can use prompts and wait time to extend reasoning without supplying answers.

  • Wait time increases participation and quality of learner reasoning
  • Pressing prompts request evidence, assumptions, methods and alternative explanations
  • Funnelling questions replaced with focusing questions that preserve thinking
  • Productive struggle distinguished from unproductive confusion and disengagement
  • Hint ladders provide graduated support without revealing solution pathways
  • Teacher talk moves connect, restate, challenge and extend learner contributions

Participants can design safe, feasible investigations with valid evidence-gathering procedures.

  • Variables classified as independent, dependent and controlled within investigations
  • Fair-test design matched to causal questions and available resources
  • Observation protocols support descriptive investigations without manipulated variables
  • Risk assessments identify hazards, controls, supervision and disposal requirements
  • Sampling decisions address population, sample size and selection bias
  • Method instructions distinguish essential constraints from learner design choices

Participants can structure mathematical inquiry around patterns, conjectures and proof.

  • Notice-and-wonder routines launch inquiry from mathematical images and data
  • Pattern tasks move from examples toward generalisation and proof
  • Multiple solution strategies compared for efficiency, validity and generality
  • Representations translated among symbolic, graphical, verbal and concrete forms
  • Counterexamples used to test conjectures and refine mathematical claims
  • Proof prompts distinguish empirical verification from deductive justification

Participants can structure equitable discussion around evidence, reasoning and disciplinary disagreement.

  • Think-pair-share sequences prepare learners for accountable whole-class discussion
  • Talk moves press for reasoning, connect ideas and surface disagreement
  • Accountable Talk stems support evidence-based responses among peers
  • Group roles distribute investigation, recording, checking and reporting responsibilities
  • Consensus protocols distinguish shared conclusions from unresolved competing explanations
  • Discussion norms protect respectful critique of claims rather than people

Participants can teach and assess written and spoken disciplinary arguments.

  • CER Framework separates claims, evidence and scientific reasoning
  • Evidence selection requires relevant observations, measurements and data patterns
  • Reasoning links evidence to claims through accepted scientific ideas
  • Mathematical justification states definitions, properties and logical steps
  • Exemplar responses calibrated against age-appropriate quality criteria
  • Sentence frames support argument structure without scripting learner thinking

Participants can collect and act on evidence of learning during inquiry activity.

  • Hinge questions test pivotal concepts before proceeding to new tasks
  • Mini-whiteboard responses reveal whole-class reasoning within minutes
  • Exit tickets capture claims, questions and remaining misconceptions
  • Observation checklists record collaboration, evidence use and strategic choices
  • Diagnostic prompts distinguish procedural errors from conceptual misunderstandings
  • Responsive teaching decisions regroup, reteach, extend or revise task conditions

Participants can create valid criteria for inquiry processes, explanations and solutions.

  • Analytic rubrics separate inquiry process from conceptual understanding
  • Criteria assess question quality, method choice, evidence and reasoning
  • Single-point rubrics clarify standards while allowing descriptive feedback
  • Moderation protocols compare judgments against annotated learner work
  • Assessment tasks require transfer beyond rehearsed investigations and procedures
  • Feedback comments specify next reasoning moves rather than generic praise

Participants can identify likely misconceptions and plan responses that promote conceptual change.

  • Elicitation tasks reveal prior conceptions before instruction begins
  • Predict-observe-explain sequences confront mismatches between expectations and evidence
  • Concept cartoons expose competing explanations without singling out learners
  • Bridging analogies connect familiar ideas to target scientific concepts
  • Error analysis identifies mathematical misconceptions embedded within correct-looking answers
  • Refutation texts address common misconceptions using evidence and explanation

Participants can adapt inquiry participation and evidence expression for diverse learner needs.

  • Universal Design for Learning plans multiple engagement, representation and expression routes
  • Language demands unpacked through vocabulary, syntax and discourse supports
  • Visual instructions reduce working-memory demands during complex investigations
  • Manipulatives and digital tools support access without reducing cognitive demand
  • Flexible grouping balances peer support, independence and equitable participation
  • Extension pathways deepen reasoning rather than simply add more questions

Participants can select digital resources that strengthen inquiry evidence and analysis.

  • Simulations selected when phenomena are inaccessible, hazardous or time-intensive
  • Virtual investigations distinguish model outputs from real-world observations
  • Spreadsheets organise data, calculate measures and generate appropriate graphs
  • Dynamic geometry software supports conjecture testing and invariant exploration
  • Source evaluation checks data provenance, method, limitations and intended use
  • Digital tool choices remain subordinate to learning goals and reasoning

Participants can manage time, materials and learner movement in inquiry-based lessons.

  • Lesson timelines allocate investigation, discussion, explanation and reflection periods
  • Material stations reduce downtime and clarify shared equipment procedures
  • Attention signals reset groups without interrupting productive collaboration
  • Checkpoint routines verify progress before groups continue independently
  • Contingency plans address absent resources, unexpected results and incomplete data
  • Closure routines consolidate claims, evidence and unanswered questions

Participants can support consistent inquiry teaching through observation and collaborative planning.

  • Observation look-fors identify inquiry quality without prescribing teacher personality
  • Evidence-based feedback references learner actions, talk and completed work
  • Instructional rounds compare patterns across classrooms and subject teams
  • Co-planning protocols clarify learning goals, task design and anticipated responses
  • Lesson study cycles test, observe and revise shared inquiry lessons
  • Implementation measures track task quality, learner reasoning and teacher confidence

Participants can build, review and present a complete inquiry-based science or mathematics lesson sequence with aligned assessment and facilitation plans.

  • Curriculum objective translated into a focused inquiry learning sequence
  • Phenomenon or rich task selected with explicit evidence requirements
  • 5E lesson phases mapped to learner actions and teacher prompts
  • Investigation or problem-solving procedures checked for feasibility and inclusion
  • CER or justification rubric aligned with success criteria and evidence
  • Peer review applies design criteria, safety checks and anticipated misconceptions
  • Final presentation explains instructional choices, assessment evidence and implementation adaptations

Exercises and examples are adapted to each cohort's sectors and roles.

What you take back to work

  1. Inquiry Continuum lesson-selection guide
  2. 5E inquiry lesson sequence template
  3. Investigable-question and rich-task design checklist
  4. Claim-Evidence-Reasoning assessment rubric
  5. Inquiry lesson observation and coaching form
  6. Classroom-ready inquiry lesson sequence

Who should attend

  • Science Teachers — plan and facilitate evidence-based investigations within curriculum time
  • Mathematics Teachers — develop rich tasks requiring conjecture, representation and justification
  • Heads of Science — establish consistent inquiry expectations across practical science teaching
  • Mathematics Subject Leaders — improve reasoning, discussion and problem-solving lesson design
  • Instructional Coaches — observe, diagnose and strengthen inquiry teaching practices
  • Curriculum Specialists — build inquiry sequences aligned to subject standards and assessments

Skills and tools covered

Inquiry lesson designScientific reasoning assessmentMathematical task designFacilitative questioningFormative assessmentCurriculum alignment

Tools and standards

Inquiry Continuum, 5E Instructional Model, Claim-Evidence-Reasoning Framework, Universal Design for Learning

How the course runs

Training methodology

The course uses short instructor briefings to establish core models, followed by classroom cases, task analysis, group design work and facilitated simulations. Participants examine science investigations and mathematics problems, identify likely misconceptions, plan teacher prompts and test assessment criteria against sample learner responses. Microteaching segments provide structured practice in questioning, discussion and feedback. Individual application planning runs through both weeks, with peer review and facilitator critique used to improve each participant’s inquiry lesson sequence.

Requirements and prerequisites

Participants should have experience teaching, supporting or managing science or mathematics learning in schools, colleges or comparable education settings. They should be familiar with their subject curriculum, typical learner misconceptions and basic lesson-planning processes. Experience conducting laboratory practical work is useful for science participants but is not essential. Participants do not need prior training in inquiry-based learning, educational research methods, formal coaching or advanced statistics. Bringing a current science or mathematics unit plan, scheme of work or assessment task will help participants apply course methods directly.

A typical training day

08:30 – 10:30First session
10:30 – 10:45Refreshment break
10:45 – 12:30Second session
12:30 – 13:30Lunch and networking
13:30 – 15:00Third session
15:00 – 15:15Refreshment break
15:15 – 16:30Workshop and daily review

Live online deliveries follow the same structure in East Africa Time, with shorter screen blocks and longer breaks.

What the fee includes

  • Instruction by a practitioner facilitator
  • Full course workbook and materials
  • Exercise files, templates and case studies
  • Refreshments and lunch on classroom deliveries
  • Certificate of completion
  • Post-course application plan

Frequently asked questions

Participants need experience teaching, supporting or leading science or mathematics learning and familiarity with their local curriculum. Prior inquiry-based learning training is not required.

Bring a current unit plan, lesson outline, assessment task or curriculum objective from science or mathematics. These materials provide the basis for the lesson sequence developed during the course.

It suits science and mathematics teachers, subject leaders, curriculum specialists and instructional coaches. Mixed school teams can use the course to establish shared planning and observation expectations.

This course focuses specifically on disciplinary inquiry in science and mathematics. It addresses investigation design, data, modelling, proof, Claim-Evidence-Reasoning, practical safety and subject-specific misconceptions.

Participants leave with a completed inquiry lesson sequence and reusable planning, assessment and observation tools. The sequence can be adapted for their next relevant curriculum unit.

The first week establishes inquiry design, questioning, investigation and mathematical reasoning methods. The second week focuses on assessment, inclusion, implementation and development of the final lesson-sequence capstone.

Questions about this course?

Ask about dates, fees, group bookings or running it for your team. Our training team replies by email.