Methods of Teaching is a core pedagogy topic in AP TET Paper II that tests your understanding of how to effectively deliver mathematics and science content to classes 6-8. This topic carries significant weightage because it directly assesses whether you can translate subject knowledge into meaningful classroom practice.
The syllabus specifically emphasises four approaches: activity-based learning, experimental methods, project methods, and inquiry-based learning. Examiners typically frame questions around selecting appropriate methods for specific topics, identifying characteristics of each method, understanding the teacher's role, and recognising advantages and limitations. Mastering this topic requires knowing not just definitions but also practical classroom applications and the pedagogical reasoning behind each method.
These methods align with NCF 2005's vision of constructivist, child-centred education—a perspective that frequently appears in AP TET questions.
Key Concepts
**Activity-based learning** centres on "learning by doing"—students manipulate objects, play games, or engage in hands-on tasks to construct understanding rather than passively receiving information.
**Experimental method** follows systematic scientific inquiry: observation → hypothesis → experimentation → data collection → conclusion. Students verify principles through direct investigation.
**Project method** involves extended, purposeful tasks where students plan, execute, and evaluate work around a central theme, integrating multiple subjects and skills.
**Inquiry-based learning** begins with questions rather than answers—students investigate problems, gather evidence, and build explanations with teacher guidance rather than direct instruction.
The teacher's role shifts from "sage on the stage" to "guide on the side" across all these methods—facilitating, questioning, and scaffolding rather than lecturing.
**Constructivism** underpins all four methods: knowledge is actively built by learners, not transferred from teacher to student.
Assessment in these methods emphasises process (how students think and work) alongside product (final answers).
These methods develop higher-order thinking skills (analysis, synthesis, evaluation) as per Bloom's taxonomy.
4. Inquiry method follows the 5E model: Engage → Explore → Explain → Elaborate → Evaluate.
5. Activity-based learning reduces abstraction—especially critical for mathematics at upper primary level.
6. Experimental method is essential for developing scientific temper (Article 51A of the Constitution).
7. NCF 2005 recommends shifting from rote memorisation to experiential, inquiry-driven learning.
Worked Examples
**Example 1: Selecting the Appropriate Method**
*Question:* A teacher wants to help Class 7 students understand that "the angle sum of a triangle is 180 degrees." Which method is most appropriate?
*Solution:*
Activity-based method is ideal here.
Activity: Students draw different triangles (acute, obtuse, right-angled), cut out the three angles, and arrange them on a straight line.
They physically see that all three angles together form a straight angle (180°).
This makes the abstract property concrete and memorable.
Experimental method could also work, but activity-based is more direct for geometric properties.
**Example 2: Identifying Method from Classroom Scenario**
*Question:* In a science class, students are asked: "Why do plants lean towards light?" They design their own experiment using potted plants, make predictions, collect data over two weeks, and present findings. Which method is being used?
*Solution:*
This is inquiry-based learning combined with experimental method.
Key indicators: Students started with a question (not a statement), designed their own investigation, made predictions (hypotheses), and drew conclusions from evidence.
The extended timeline and student-driven design indicate inquiry approach.
If the question had said "teacher demonstrated phototropism," it would be demonstration method, not inquiry.
**Example 3: Project Method Application**
*Question:* Class 8 students undertake a month-long project on "Water Conservation in Our Village." They survey households, measure water usage, interview elders, create awareness posters, and present to the school. Identify the project type and justify.
*Solution:*
This is a problem-solving type project (addresses a real community issue).
It integrates: Mathematics (data collection, measurement), Science (water cycle, conservation), Social Studies (community roles, resources), Language (interviews, presentation).
**Confusing activity-based with experimental method** → Activity-based involves any hands-on task; experimental method specifically requires hypothesis formation and systematic testing. A paper-folding activity is activity-based; testing which paper type absorbs water fastest is experimental.
**Thinking project method means any homework assignment** → Projects must be purposeful, extended, student-planned, and integrated. A worksheet to complete at home is not a project.
**Believing inquiry method means no teacher involvement** → Inquiry does not mean students work without guidance. The teacher scaffolds by asking probing questions, providing resources, and structuring the investigation. Complete freedom leads to chaos, not learning.
**Assuming one method fits all topics** → Different content requires different methods. Teaching the water cycle may need demonstration; understanding "why ice floats" benefits from inquiry; practising mensuration formulas needs drill combined with activity.
**Ignoring assessment alignment** → These methods require process-based assessment (observation, rubrics, portfolios), not just written tests. Expecting only exam-style evaluation misses the point of experiential learning.
Quick Reference
**Activity-based**: Hands-on manipulation → concrete understanding → "I do, therefore I learn."