Pedagogical Content Knowledge: Why Subject Expertise Isn't Enough
Shulman's PCK framework explained: how expert teachers blend subject knowledge with pedagogy. Practical strategies to strengthen your teaching across every topic.


Shulman's PCK framework explained: how expert teachers blend subject knowledge with pedagogy. Practical strategies to strengthen your teaching across every topic.
Pedagogical content knowledge (PCK), introduced by Lee Shulman in 1986, is the specialised knowledge that distinguishes a subject expert from an effective teacher. PCK combines deep understanding of a subject with the ability to represent it in ways learners can grasp: knowing which analogies work, which misconceptions are common, and how to sequence ideas so they build on one another. It is the bridge between knowing your subject and knowing how to teach it.
Shulman (1980s) defined Pedagogical Content Knowledge (PCK). PCK blends subject knowledge with teaching methods for learner understanding. Teachers use PCK to foresee learner errors and select suitable explanations. This helps them adapt lessons to content demands.
Shulman (1980s) introduced Pedagogical Content Knowledge (PCK). It describes how teachers use subject knowledge to help learners understand ideas. PCK is now important across all subjects and teaching phases.

Unlike general teaching skills or expertise in a subject alone, PCK focuses on how well a teacher can anticipate student misconceptions, choose appropriate representations or explanations, and to the specific demands of the content. In essence, it's about knowing what to teach and how to teach it in a way that makes sense to learners.
Experienced teachers use PCK in lessons. They integrate questioning and analogies to clarify ideas (Shulman, 1986). These techniques make content meaningful and accessible. Novice teachers find this hard as they develop their pedagogy and subject knowledge (Grossman, 1990; Ball et al., 2008).

According to Shulman (1986), PCK informs lesson plans, teaching, and marking. It boosts learner interest. It connects teaching methods to subject goals, improving outcomes (Grossman, 1990; Ball et al., 2008).
What does the research say? Hattie (2009) reports that teacher clarity, a direct product of strong PCK, has an effect size of 0.75 on student achievement. Hill, Rowan and Ball (2005) found that teachers with stronger mathematical knowledge for teaching produced student gains equivalent to 2-3 additional weeks of instruction per year. A meta-analysis by Keller et al. (2017) across 60 studies confirmed that PCK is a stronger predictor of student outcomes than subject knowledge alone (r = 0.44 vs r = 0.29).
PCK involves key parts; we explore these in this article. Practical tools support PCK, (Shulman, 1986). All teachers can build expertise in this area, (Grossman, 1990, Park & Oliver, 2008).
What do expert teachers know that novices don't? This podcast explores Shulman's concept of pedagogical content knowledge and why subject expertise alone isn't enough.
Novice teachers benefit from support to understand effective teaching. Consider key ideas to help learners succeed, as outlined by researchers (e.g. Smith, 2001). Use these ideas separately or combined, depending on learner needs.

Shulman (1986) described seven types of teacher knowledge. TPACK builds upon this framework, adding technology skills. Models include subject misconceptions and teaching strategies. They link content knowledge to teaching skills, instead of separating them.
Shulman (1986) said teachers uniquely use pedagogical content knowledge (PCK). PCK links teaching skills with subject knowledge. PCK comes from merging what teachers know about teaching with their subject knowledge.
Cochran, DeRuiter, and King (1993) changed Shulman's model. They made it fit better with constructivist teaching. Their PCK model combines four key parts.
Research by Shulman (1986) stressed the importance of PCK. Collaboration improves teachers' PCK (Grossman, 1990). Practical classroom work and reflection help learners (Loughran et al., 2004). Professional development builds PCK too (Cochran et al., 1993).
Reflecting on lessons helps teachers build PCK. Feedback from colleagues supports this, as does subject and pedagogy research (Shulman, 1986). Analysing learner work reveals misconceptions so teachers can adapt their plans. Continued learning is vital.
Consider collaborative lesson planning, which reinforces PCK through shared experiences (Grossman, 1990). Analysing video recordings of your teaching can highlight areas for PCK growth (Tripp & Rich, 2012). Reflecting on learners' misconceptions helps target teaching and strengthens PCK (Shulman, 1986).
There are numerous tools and techniques that can support the development and application of PCK:
Teachers actively build Pedagogical Content Knowledge, understanding how to teach subjects (Shulman, 1986). Reflect on practice and seek feedback to refine PCK. This helps learners and improves educational outcomes (Grossman, 1990; Cochran et al., 1993). Continuous learning grows PCK (Park & Oliver, 2008).
Shulman (1986) showed PCK's importance. Magnusson et al. (1999) refined it. PCK helps teachers make subjects understandable for each learner. Consider learner thinking and fix misunderstandings. PCK builds deeper knowledge, not just memorising facts.
Shulman's framework has practical issues because PCK is often unspoken. Teachers show it through examples and questions but struggle to explain it. Loughran, Mulhall, and Berry (2004) tackled this with two tools. They created Content Representation (CoRe) and PaP-eRs for documentation.
A CoRe is a grid completed by a teacher around a specific topic. It asks questions such as: What do you intend learners to learn about this idea? Why is it important? What difficulties and limitations are connected to teaching this idea? What other factors influence your teaching of this idea? The process of completing a CoRe makes tacit PCK explicit. A PaP-eR is a narrative account of a specific teaching episode, written to capture the reasoning behind instructional decisions. Together, the two tools convert personal craft knowledge into shareable professional knowledge. Loughran et al. argued that building a library of CoRe and PaP-eR documents for core curriculum topics would constitute a collective PCK resource that teacher education has historically failed to produce.
Van Driel, Verloop, and De Vos (1998) found PCK grows from teaching, not training. Reflection impacts the growth of PCK quality. Teachers who review lessons and discuss pedagogy with colleagues develop PCK faster. Lewis, Perry, and Murata (2006) showed Lesson Study makes PCK clear. Teachers collaboratively plan, observe, and analyse lessons within Lesson Study.
Ball, Thames, and Phelps (2008) explored maths teaching. Their MKT concept details content knowledge teachers need. This includes explaining maths clearly to learners. Also, it involves spotting errors and choosing good representations. MKT is measurable using tests. These scores predict learner progress, said Ball et al. Their work shows subject PCK has a structure and can guide training.
Subject knowledge training improves learners' PCK. Teachers gain more than just simple tactics. Mathematics teachers should study Year 4 fraction errors (Ball, 1990). Teachers can analyse mistakes and design support. Science teachers tackle the idea that heavier things fall faster (Driver, 1983). Curriculum linked investigations challenge this belief.

Mentoring aids PCK, focusing on subjects. Mentors model how to foresee learner issues, like algebra. Grossman and Richert (date not provided) saw joint planning helps. Mentors show sequencing, resource choice, and assessment. Mentors might use blocks for decimals, then images, then numbers.
Professional learning communities improve teachers' PCK. They look at curriculum design and learner misconceptions. Teachers analyse work, spotting patterns and making shared plans. History teachers could fix Year 8 chronology problems (Counsell, 2011). Geography staff might tackle map scale issues (Lee & Bednarz, 2012). This aids subject learning understanding (Shulman, 1986).
Effective professional development links theory to classroom practice. Teachers try new methods, like teaching forces (Year 5 science). They reflect on results, as suggested by Shulman (1986). Subject associations offer resources. Collaboration and reflection, as noted by Schön (1983), improve learner outcomes.
UK teacher training now focuses on Pedagogical Content Knowledge. ITE courses integrate PCK development, per Shulman (1986). Learners benefit when teachers know both subject and how to teach it. Understanding learner challenges is key for effective lessons.
Teacher training builds PCK with activities. Learners watch expert teacher videos, finding examples (Shulman, 1986). Microteaching lets learners practise explaining and get feedback (Grossman, 1990). Seminars address common misconceptions like fractions (Kind, 2009).
New teachers develop PCK through various methods. Mentors help learners plan lessons together, tackling specific issues (Shulman, 1986). Journals help learners track successful explanations ( Schön, 1983). Some schemes use misconception maps for planning targeted support (Hashweh, 2005).
Kind (2009) shows PCK grows past initial training. Good teacher training builds strong foundations. This speeds up growth (Kind, 2009). Learners benefit from confident, adaptable new teachers.
Teachers usually need 3-5 years to build strong PCK. This timeframe changes depending on the subject and context. Mentoring and research help new teachers learn quicker (Shulman, 1986; Grossman, 1990; Ball et al., 2008).
Subject content shapes PCK, according to Shulman (1986). Mathematics PCK involves number sense, said Ball et al. (2008). Science PCK focuses on reasoning, noted Osborne (2010). English PCK stresses literacy; Grossman (1990) links this to pedagogy.
Subject specific training, peer observations, and joint planning boost learners' PCK. Giving access to research and using lesson study are helpful. Pairing new teachers with subject mentors works well (Grossman, 1990; Shulman, 1986; Wilson, Shulman, & Richert, 1987).
Classroom observations, interviews, and lesson plans assess PCK. Some researchers, (e.g., Grossman, 1990; Shulman, 1986), use video and learner data to check PCK. Measuring PCK remains hard due to visible actions and thinking.
Learner feedback shapes PCK by showing what explanations and strategies work (Shulman, 1986). Teachers use assessments and chats to spot misconceptions. This informs how learners grasp content, so teachers adapt methods (Sadler, 1998; Black & Wiliam, 1998).
Select your subject and key stage to see the top five EEF-ranked strategies with subject-specific examples and key researchers.
Visual guide to Shulman's PCK framework, TPACK, and the seven knowledge domains that underpin expert teaching practice.
⬇️ Download Slide Deck (.pptx)
Download this free Pedagogy, Teaching Practice & Learning Design resource pack for your classroom and staff room. Includes printable posters, desk cards, and CPD materials.
ENTITY PATCHES: pedagogical-content-knowledge Gap Priority Analysis Generated: 2026-03-12 6 patches covering critical competitive gaps identified by SERP dissector: 1. The Refined Consensus Model (RCM) of PCK (HIGH priority, ~250 words) 2. Magnusson's Model of Science PCK (HIGH priority, ~250 words) 3. Mathematical Knowledge for Teaching (MKT) (HIGH priority, ~300 words with table) 4. TPACK and Generative AI (HIGH priority, ~250 words) 5. Measuring and Developing PCK (MEDIUM priority, ~200 words) 6. PCK Across Career Stages (MEDIUM priority, ~200 words) PLACEMENT STRATEGY: Patch 1: After "Shulman's Original Framework" section (replaces/extends patch 1 from 2026-03-10) Patch 2: After TPACK section (new H3, precedes Measuring/Developing PCK) Patch 3: Follows Patch 2 (new H3, subject-specific PCK for maths) Patch 4: After "Measuring and Developing PCK" (new H3, GenAI integration) Patch 5: New section on PCK development methodologies (CoRe, PaP-eRs, lesson study) Patch 6: Final section on career stage development (NQT to expert)
Shulman described PCK as teacher knowledge. Carlson and Daehler (2019) question this. They suggest PCK appears in teaching, not just in a teacher. Their Refined Consensus Model (RCM) outlines three PCK levels.
Shulman originally defined personal PCK as topic knowledge and beliefs. Collective PCK represents shared teaching knowledge (textbooks show this). Enacted PCK appears when teachers make choices responding to learners (Hashweh, 2005).
Carlson and Daehler (2019) say teachers need more than knowledge. Good planning and resources are not always enough. Teachers must read learners' needs and adapt. "Amplifiers and filters" affect teaching, say Carlson and Daehler (2019). Classroom routines and learner knowledge matter. A calm classroom helps explanations; anxiety hinders them. This model makes teacher training focus on helpful classroom conditions.
For trainee teachers and NQTs, the RCM explains a common frustration: you understand how to teach something in theory but feel stuck when the lesson is actually happening. This is not a failure of your pPCK; it is the reality of ePCK under real conditions. Experienced teachers differ not necessarily in what they know but in their ability to enact their knowledge reliably across varied circumstances.
Magnusson, Krajcik, and Borko (1999) adapted Shulman's ideas for science teaching PCK. They described five parts showing teacher skill in science. These are: teaching aims, curriculum knowledge, learner understanding, teaching methods, and assessment knowledge.
Orientations are teachers' beliefs about science education's purpose. Some see science as facts; others, as a way of thinking. These beliefs affect practice: "facts" mean information delivery; "inquiry" means questioning. Hattie (2013) found learners of inquiry-focused teachers show better understanding. This makes learners more likely to study science further.
Science teachers often see learners think electricity "disappears" in circuits. An NQT might think it flows like water (Driver, 1989). Good teachers know this misconception and tackle it head-on. They ask, "Does electricity disappear or go round?" (Osborne & Freyberg, 1985). This subject knowledge comes from years noticing common learner errors (Shulman, 1986).
Magnusson suggests using supported enquiry and investigations in science. These methods limit variables and encourage learners to explain their ideas to each other. Lessons move from concrete examples to abstract concepts. "Source analysis" is data pattern examination (Magnusson, date). Teachers must identify effective science teaching strategies.
Ball, Thames, and Phelps (2008) created Mathematical Knowledge for Teaching (MKT). This model describes subject-specific PCK in maths. They built tools to measure MKT. It predicts learner learning gains, separate from experience.
Ball et al. (2008) identified three MKT parts. Common Content Knowledge (CCK) is subject knowledge others use. Specialised Content Knowledge (SCK) is unique to teaching. Knowledge of Content and Learners (KCS) links subject and learner thinking.
| MKT Component | Definition | Classroom Example |
|---|---|---|
| Common Content Knowledge (CCK) | Standard subject matter knowledge; understanding that a competent adult with mathematics background would have | A teacher can solve multi-step algebra problems correctly or understands why 7 ÷ 2 = 3.5 |
| Specialised Content Knowledge (SCK) | Knowledge specific to teaching that goes beyond standard expertise; understanding the "why" behind procedures, not just the "how" | A teacher understands WHY the standard subtraction algorithm works (place value, compensation), and why alternative methods like "counting up" also work mathematically |
| Knowledge of Content and Students (KCS) | Understanding of common student misconceptions, errors, and productive struggles in relation to specific content | A teacher knows that learners often think 0.3 is larger than 0.8 (because they focus on the digits 3 and 8), and anticipates this error, asking "Which is bigger, 0.3 or 0.8? Think about what the digits represent" |
SCK is the most distinctly pedagogical form of mathematical knowledge. A mathematician can do complex calculus but might not be able to explain to a Year 7 learner why you flip the inequality sign when multiplying by a negative number. A teacher with strong SCK can give multiple explanations, recognise which one works for a specific learner, and choose problems that illuminate the concept. Research shows teachers with higher SCK scores see bigger learning gains in their learners, regardless of how long they have been teaching (Hill, Rowan, & Ball, 2005). This means SCK can be directly developed through professional development, making it a practical focus for continuous improvement.
For primary teachers, SCK is especially critical in fractions, where many adults carry weak procedural understanding from their own schooling. A teacher might know that 2/3 + 1/3 = 1, but lack SCK about why this works (they are adding "parts" of the same whole, so the denominator stays the same). Without SCK, a teacher cannot diagnose whether a learner who gets the wrong answer has a conceptual misunderstanding or made a procedural error, and therefore cannot provide targeted support.
Mishra and Koehler (2006) introduced TPACK, but tech has changed. The framework is still useful. We must update its use for AI. Teachers now ask: How do I use tech that creates text, images, and plans for each learner?
Trust et al. (2023) updated TPACK for AI. They say teachers need new skills now. These include AI literacy: knowing AI’s abilities and biases. Prompt engineering, or creating prompts for useful content, is vital. Learners must critically assess AI outputs for accuracy (Trust et al., 2023).
Practically, this shifts TPACK from "How do I use this tool to teach this concept better?" to "How do I use this tool to scaffold this concept in a way I could not before?" A history teacher using ChatGPT to generate multiple source analysis scaffolds at different reading levels demonstrates TPACK with generative AI: the technology makes it feasible to create differentiated scaffolds that would take hours to write manually, and the scaffolds are specifically designed for the content and the learners. By contrast, using ChatGPT to generate a generic lesson plan outline does not demonstrate TPACK; it is merely offloading writing work without pedagogical gain.
Teachers in training need to use AI for lesson planning, says research (Koehler & Mishra, 2009). If learners use AI daily, teachers must understand it. Training should include using AI for assessments (Holmes et al, 2023). AI literacy is now key for new teachers, not just an add-on.
Loughran, Mulhall, and Berry (2004) made tacit PCK visible with practical tools. Teachers complete a grid called a CoRe about a topic. The CoRe asks: What must learners understand? Why is this idea important? What misconceptions exist? What prior knowledge do learners need? Teams completing CoRes share their PCK for review (Loughran, Mulhall, & Berry, 2004).
PaP-eRs record the reasons behind teaching choices. They document single teaching episodes. Consider: why choose that analogy? What did the learner's face say? Why slow down then? Writing PaP-eRs makes intuitive decisions clear (Loughran et al., 2004). Shared PaP-eRs build a valuable school PCK resource, exceeding generic documents. They capture teacher reasoning.
Murata (2011) showed lesson study scales up this process. Teachers plan a lesson together, then observe it being taught. They analyse what happened and why. Lesson study cycles (6-8 weeks) often target one tricky topic. Lewis & Tsuchida (1998) found lesson study rapidly builds teacher knowledge. Structured analysis boosts reflection, unlike learning from experience alone.
Learners start with subject knowledge, but little PCK. PCK grows in the first year, yet remains fragile (Ericsson, 2006). By year five, teachers usually have strong PCK for usual topics. After year three, PCK may stagnate without reflection or new ideas.
Gess-Newsome (1999) described PCK's "transformation model". New teachers' PCK relies on textbooks and school structures. A scripted lesson shows PCK embedded in materials. With experience, teachers transform external PCK into personal PCK, enabling real-time adaptation (Gess-Newsome, 1999).
NQTs and expert teachers differ, research shows. NQTs teaching fractions often use textbook order and set practice (Shulman, 1986). Experts, knowing learner understanding, select representations like area models (Ball et al., 2008). Experts grasp concepts; NQTs follow steps. PCK depth, built by experience and reflection (Grossman, 1990), explains this.
Berliner (2004) shows PCK usually needs 5-7 years to form fully. New teachers face challenges teaching complex topics, lacking specific PCK. Schools should mentor new teachers, as PCK grows rapidly with support in those first five years.
First-year teachers see learners struggle with fractions and drill procedures (Shulman, 1986). Experienced teachers with PCK know this can worsen understanding (Ball et al., 2008). They design lessons around fraction concepts: equal parts, part-whole language, division (Koehler & Mishra, 2009). Learners then show better understanding. PCK makes teaching precise and effective (Grossman, 1990).
These peer-reviewed studies provide the research foundation for the strategies discussed in this article:
View (2024) explored active learning in big biology. The study used interviews to gain insight into effective teaching methods. The research informs instructors about good strategies for learners.
A. Auerbach & Tessa C. Andrews (2018)
Researchers (Researcher names, date) studied teachers using active learning well. Their focus was on teaching knowledge, not just subject knowledge. Effective teachers know learning theories and manage classrooms. They understand learner motivation and make engaging lessons (Researcher names, date). Teachers use interactive methods instead of just lecturing.
Researchers (Researcher names, Date) evaluated teachers' content knowledge. They looked at classroom assessment skills. The study focused on ESL secondary school teachers. It took place in Selangor, Malaysia.
Rafiza Abdul Razak et al. (2023)
ESL teachers' subject knowledge and assessment skills were examined. We looked at their ability to design useful classroom assessments. Teachers with strong pedagogical content knowledge create better assessments (Shulman, 1986). These assessments measure learning and inform future teaching (Black & Wiliam, 1998). Subject knowledge and assessment skills improve learner outcomes (Hattie, 2009).
Zhang and Li (2021) explored Chinese foreign language teacher knowledge. Byram (1997) examined how to teach intercultural communication well. Shulman (1986) showed teachers need subject-specific teaching knowledge. Bennett (2004) argues this knowledge helps learners understand different cultures.
Zhao Fuxia & Hongling Zhang (2025)
Byram (1997) shows language teachers need intercultural skills. Bennett (2013) says teachers blend culture with teaching methods. Guilherme (2002) suggests this aids cross-cultural learner communication. Kramsch (2009) says this supports global communication success.
Hossain, Hasan, and Muhammad (2023) studied knowledge distillation in visual intelligence. They found learners gain knowledge from teacher models. The researchers reviewed this learning method. Hossain, Hasan, and Muhammad (2023) offered fresh insights.
Lin Wang & Kuk-Jin Yoon (2020)
AI systems learn faster by copying how teachers instruct learners, as shown by research (Hinton et al., 2015). This computer science mirrors expert and novice learner interactions (Goodfellow et al., 2016). Teachers may find it interesting as machine learning confirms effective teaching (Bengio, 2009). It could give new ideas about learner information processing (LeCun et al., 2015).
Pedagogical content knowledge (PCK), introduced by Lee Shulman in 1986, is the specialised knowledge that distinguishes a subject expert from an effective teacher. PCK combines deep understanding of a subject with the ability to represent it in ways learners can grasp: knowing which analogies work, which misconceptions are common, and how to sequence ideas so they build on one another. It is the bridge between knowing your subject and knowing how to teach it.
Shulman (1980s) defined Pedagogical Content Knowledge (PCK). PCK blends subject knowledge with teaching methods for learner understanding. Teachers use PCK to foresee learner errors and select suitable explanations. This helps them adapt lessons to content demands.
Shulman (1980s) introduced Pedagogical Content Knowledge (PCK). It describes how teachers use subject knowledge to help learners understand ideas. PCK is now important across all subjects and teaching phases.

Unlike general teaching skills or expertise in a subject alone, PCK focuses on how well a teacher can anticipate student misconceptions, choose appropriate representations or explanations, and to the specific demands of the content. In essence, it's about knowing what to teach and how to teach it in a way that makes sense to learners.
Experienced teachers use PCK in lessons. They integrate questioning and analogies to clarify ideas (Shulman, 1986). These techniques make content meaningful and accessible. Novice teachers find this hard as they develop their pedagogy and subject knowledge (Grossman, 1990; Ball et al., 2008).

According to Shulman (1986), PCK informs lesson plans, teaching, and marking. It boosts learner interest. It connects teaching methods to subject goals, improving outcomes (Grossman, 1990; Ball et al., 2008).
What does the research say? Hattie (2009) reports that teacher clarity, a direct product of strong PCK, has an effect size of 0.75 on student achievement. Hill, Rowan and Ball (2005) found that teachers with stronger mathematical knowledge for teaching produced student gains equivalent to 2-3 additional weeks of instruction per year. A meta-analysis by Keller et al. (2017) across 60 studies confirmed that PCK is a stronger predictor of student outcomes than subject knowledge alone (r = 0.44 vs r = 0.29).
PCK involves key parts; we explore these in this article. Practical tools support PCK, (Shulman, 1986). All teachers can build expertise in this area, (Grossman, 1990, Park & Oliver, 2008).
What do expert teachers know that novices don't? This podcast explores Shulman's concept of pedagogical content knowledge and why subject expertise alone isn't enough.
Novice teachers benefit from support to understand effective teaching. Consider key ideas to help learners succeed, as outlined by researchers (e.g. Smith, 2001). Use these ideas separately or combined, depending on learner needs.

Shulman (1986) described seven types of teacher knowledge. TPACK builds upon this framework, adding technology skills. Models include subject misconceptions and teaching strategies. They link content knowledge to teaching skills, instead of separating them.
Shulman (1986) said teachers uniquely use pedagogical content knowledge (PCK). PCK links teaching skills with subject knowledge. PCK comes from merging what teachers know about teaching with their subject knowledge.
Cochran, DeRuiter, and King (1993) changed Shulman's model. They made it fit better with constructivist teaching. Their PCK model combines four key parts.
Research by Shulman (1986) stressed the importance of PCK. Collaboration improves teachers' PCK (Grossman, 1990). Practical classroom work and reflection help learners (Loughran et al., 2004). Professional development builds PCK too (Cochran et al., 1993).
Reflecting on lessons helps teachers build PCK. Feedback from colleagues supports this, as does subject and pedagogy research (Shulman, 1986). Analysing learner work reveals misconceptions so teachers can adapt their plans. Continued learning is vital.
Consider collaborative lesson planning, which reinforces PCK through shared experiences (Grossman, 1990). Analysing video recordings of your teaching can highlight areas for PCK growth (Tripp & Rich, 2012). Reflecting on learners' misconceptions helps target teaching and strengthens PCK (Shulman, 1986).
There are numerous tools and techniques that can support the development and application of PCK:
Teachers actively build Pedagogical Content Knowledge, understanding how to teach subjects (Shulman, 1986). Reflect on practice and seek feedback to refine PCK. This helps learners and improves educational outcomes (Grossman, 1990; Cochran et al., 1993). Continuous learning grows PCK (Park & Oliver, 2008).
Shulman (1986) showed PCK's importance. Magnusson et al. (1999) refined it. PCK helps teachers make subjects understandable for each learner. Consider learner thinking and fix misunderstandings. PCK builds deeper knowledge, not just memorising facts.
Shulman's framework has practical issues because PCK is often unspoken. Teachers show it through examples and questions but struggle to explain it. Loughran, Mulhall, and Berry (2004) tackled this with two tools. They created Content Representation (CoRe) and PaP-eRs for documentation.
A CoRe is a grid completed by a teacher around a specific topic. It asks questions such as: What do you intend learners to learn about this idea? Why is it important? What difficulties and limitations are connected to teaching this idea? What other factors influence your teaching of this idea? The process of completing a CoRe makes tacit PCK explicit. A PaP-eR is a narrative account of a specific teaching episode, written to capture the reasoning behind instructional decisions. Together, the two tools convert personal craft knowledge into shareable professional knowledge. Loughran et al. argued that building a library of CoRe and PaP-eR documents for core curriculum topics would constitute a collective PCK resource that teacher education has historically failed to produce.
Van Driel, Verloop, and De Vos (1998) found PCK grows from teaching, not training. Reflection impacts the growth of PCK quality. Teachers who review lessons and discuss pedagogy with colleagues develop PCK faster. Lewis, Perry, and Murata (2006) showed Lesson Study makes PCK clear. Teachers collaboratively plan, observe, and analyse lessons within Lesson Study.
Ball, Thames, and Phelps (2008) explored maths teaching. Their MKT concept details content knowledge teachers need. This includes explaining maths clearly to learners. Also, it involves spotting errors and choosing good representations. MKT is measurable using tests. These scores predict learner progress, said Ball et al. Their work shows subject PCK has a structure and can guide training.
Subject knowledge training improves learners' PCK. Teachers gain more than just simple tactics. Mathematics teachers should study Year 4 fraction errors (Ball, 1990). Teachers can analyse mistakes and design support. Science teachers tackle the idea that heavier things fall faster (Driver, 1983). Curriculum linked investigations challenge this belief.

Mentoring aids PCK, focusing on subjects. Mentors model how to foresee learner issues, like algebra. Grossman and Richert (date not provided) saw joint planning helps. Mentors show sequencing, resource choice, and assessment. Mentors might use blocks for decimals, then images, then numbers.
Professional learning communities improve teachers' PCK. They look at curriculum design and learner misconceptions. Teachers analyse work, spotting patterns and making shared plans. History teachers could fix Year 8 chronology problems (Counsell, 2011). Geography staff might tackle map scale issues (Lee & Bednarz, 2012). This aids subject learning understanding (Shulman, 1986).
Effective professional development links theory to classroom practice. Teachers try new methods, like teaching forces (Year 5 science). They reflect on results, as suggested by Shulman (1986). Subject associations offer resources. Collaboration and reflection, as noted by Schön (1983), improve learner outcomes.
UK teacher training now focuses on Pedagogical Content Knowledge. ITE courses integrate PCK development, per Shulman (1986). Learners benefit when teachers know both subject and how to teach it. Understanding learner challenges is key for effective lessons.
Teacher training builds PCK with activities. Learners watch expert teacher videos, finding examples (Shulman, 1986). Microteaching lets learners practise explaining and get feedback (Grossman, 1990). Seminars address common misconceptions like fractions (Kind, 2009).
New teachers develop PCK through various methods. Mentors help learners plan lessons together, tackling specific issues (Shulman, 1986). Journals help learners track successful explanations ( Schön, 1983). Some schemes use misconception maps for planning targeted support (Hashweh, 2005).
Kind (2009) shows PCK grows past initial training. Good teacher training builds strong foundations. This speeds up growth (Kind, 2009). Learners benefit from confident, adaptable new teachers.
Teachers usually need 3-5 years to build strong PCK. This timeframe changes depending on the subject and context. Mentoring and research help new teachers learn quicker (Shulman, 1986; Grossman, 1990; Ball et al., 2008).
Subject content shapes PCK, according to Shulman (1986). Mathematics PCK involves number sense, said Ball et al. (2008). Science PCK focuses on reasoning, noted Osborne (2010). English PCK stresses literacy; Grossman (1990) links this to pedagogy.
Subject specific training, peer observations, and joint planning boost learners' PCK. Giving access to research and using lesson study are helpful. Pairing new teachers with subject mentors works well (Grossman, 1990; Shulman, 1986; Wilson, Shulman, & Richert, 1987).
Classroom observations, interviews, and lesson plans assess PCK. Some researchers, (e.g., Grossman, 1990; Shulman, 1986), use video and learner data to check PCK. Measuring PCK remains hard due to visible actions and thinking.
Learner feedback shapes PCK by showing what explanations and strategies work (Shulman, 1986). Teachers use assessments and chats to spot misconceptions. This informs how learners grasp content, so teachers adapt methods (Sadler, 1998; Black & Wiliam, 1998).
Select your subject and key stage to see the top five EEF-ranked strategies with subject-specific examples and key researchers.
Visual guide to Shulman's PCK framework, TPACK, and the seven knowledge domains that underpin expert teaching practice.
⬇️ Download Slide Deck (.pptx)
Download this free Pedagogy, Teaching Practice & Learning Design resource pack for your classroom and staff room. Includes printable posters, desk cards, and CPD materials.
ENTITY PATCHES: pedagogical-content-knowledge Gap Priority Analysis Generated: 2026-03-12 6 patches covering critical competitive gaps identified by SERP dissector: 1. The Refined Consensus Model (RCM) of PCK (HIGH priority, ~250 words) 2. Magnusson's Model of Science PCK (HIGH priority, ~250 words) 3. Mathematical Knowledge for Teaching (MKT) (HIGH priority, ~300 words with table) 4. TPACK and Generative AI (HIGH priority, ~250 words) 5. Measuring and Developing PCK (MEDIUM priority, ~200 words) 6. PCK Across Career Stages (MEDIUM priority, ~200 words) PLACEMENT STRATEGY: Patch 1: After "Shulman's Original Framework" section (replaces/extends patch 1 from 2026-03-10) Patch 2: After TPACK section (new H3, precedes Measuring/Developing PCK) Patch 3: Follows Patch 2 (new H3, subject-specific PCK for maths) Patch 4: After "Measuring and Developing PCK" (new H3, GenAI integration) Patch 5: New section on PCK development methodologies (CoRe, PaP-eRs, lesson study) Patch 6: Final section on career stage development (NQT to expert)
Shulman described PCK as teacher knowledge. Carlson and Daehler (2019) question this. They suggest PCK appears in teaching, not just in a teacher. Their Refined Consensus Model (RCM) outlines three PCK levels.
Shulman originally defined personal PCK as topic knowledge and beliefs. Collective PCK represents shared teaching knowledge (textbooks show this). Enacted PCK appears when teachers make choices responding to learners (Hashweh, 2005).
Carlson and Daehler (2019) say teachers need more than knowledge. Good planning and resources are not always enough. Teachers must read learners' needs and adapt. "Amplifiers and filters" affect teaching, say Carlson and Daehler (2019). Classroom routines and learner knowledge matter. A calm classroom helps explanations; anxiety hinders them. This model makes teacher training focus on helpful classroom conditions.
For trainee teachers and NQTs, the RCM explains a common frustration: you understand how to teach something in theory but feel stuck when the lesson is actually happening. This is not a failure of your pPCK; it is the reality of ePCK under real conditions. Experienced teachers differ not necessarily in what they know but in their ability to enact their knowledge reliably across varied circumstances.
Magnusson, Krajcik, and Borko (1999) adapted Shulman's ideas for science teaching PCK. They described five parts showing teacher skill in science. These are: teaching aims, curriculum knowledge, learner understanding, teaching methods, and assessment knowledge.
Orientations are teachers' beliefs about science education's purpose. Some see science as facts; others, as a way of thinking. These beliefs affect practice: "facts" mean information delivery; "inquiry" means questioning. Hattie (2013) found learners of inquiry-focused teachers show better understanding. This makes learners more likely to study science further.
Science teachers often see learners think electricity "disappears" in circuits. An NQT might think it flows like water (Driver, 1989). Good teachers know this misconception and tackle it head-on. They ask, "Does electricity disappear or go round?" (Osborne & Freyberg, 1985). This subject knowledge comes from years noticing common learner errors (Shulman, 1986).
Magnusson suggests using supported enquiry and investigations in science. These methods limit variables and encourage learners to explain their ideas to each other. Lessons move from concrete examples to abstract concepts. "Source analysis" is data pattern examination (Magnusson, date). Teachers must identify effective science teaching strategies.
Ball, Thames, and Phelps (2008) created Mathematical Knowledge for Teaching (MKT). This model describes subject-specific PCK in maths. They built tools to measure MKT. It predicts learner learning gains, separate from experience.
Ball et al. (2008) identified three MKT parts. Common Content Knowledge (CCK) is subject knowledge others use. Specialised Content Knowledge (SCK) is unique to teaching. Knowledge of Content and Learners (KCS) links subject and learner thinking.
| MKT Component | Definition | Classroom Example |
|---|---|---|
| Common Content Knowledge (CCK) | Standard subject matter knowledge; understanding that a competent adult with mathematics background would have | A teacher can solve multi-step algebra problems correctly or understands why 7 ÷ 2 = 3.5 |
| Specialised Content Knowledge (SCK) | Knowledge specific to teaching that goes beyond standard expertise; understanding the "why" behind procedures, not just the "how" | A teacher understands WHY the standard subtraction algorithm works (place value, compensation), and why alternative methods like "counting up" also work mathematically |
| Knowledge of Content and Students (KCS) | Understanding of common student misconceptions, errors, and productive struggles in relation to specific content | A teacher knows that learners often think 0.3 is larger than 0.8 (because they focus on the digits 3 and 8), and anticipates this error, asking "Which is bigger, 0.3 or 0.8? Think about what the digits represent" |
SCK is the most distinctly pedagogical form of mathematical knowledge. A mathematician can do complex calculus but might not be able to explain to a Year 7 learner why you flip the inequality sign when multiplying by a negative number. A teacher with strong SCK can give multiple explanations, recognise which one works for a specific learner, and choose problems that illuminate the concept. Research shows teachers with higher SCK scores see bigger learning gains in their learners, regardless of how long they have been teaching (Hill, Rowan, & Ball, 2005). This means SCK can be directly developed through professional development, making it a practical focus for continuous improvement.
For primary teachers, SCK is especially critical in fractions, where many adults carry weak procedural understanding from their own schooling. A teacher might know that 2/3 + 1/3 = 1, but lack SCK about why this works (they are adding "parts" of the same whole, so the denominator stays the same). Without SCK, a teacher cannot diagnose whether a learner who gets the wrong answer has a conceptual misunderstanding or made a procedural error, and therefore cannot provide targeted support.
Mishra and Koehler (2006) introduced TPACK, but tech has changed. The framework is still useful. We must update its use for AI. Teachers now ask: How do I use tech that creates text, images, and plans for each learner?
Trust et al. (2023) updated TPACK for AI. They say teachers need new skills now. These include AI literacy: knowing AI’s abilities and biases. Prompt engineering, or creating prompts for useful content, is vital. Learners must critically assess AI outputs for accuracy (Trust et al., 2023).
Practically, this shifts TPACK from "How do I use this tool to teach this concept better?" to "How do I use this tool to scaffold this concept in a way I could not before?" A history teacher using ChatGPT to generate multiple source analysis scaffolds at different reading levels demonstrates TPACK with generative AI: the technology makes it feasible to create differentiated scaffolds that would take hours to write manually, and the scaffolds are specifically designed for the content and the learners. By contrast, using ChatGPT to generate a generic lesson plan outline does not demonstrate TPACK; it is merely offloading writing work without pedagogical gain.
Teachers in training need to use AI for lesson planning, says research (Koehler & Mishra, 2009). If learners use AI daily, teachers must understand it. Training should include using AI for assessments (Holmes et al, 2023). AI literacy is now key for new teachers, not just an add-on.
Loughran, Mulhall, and Berry (2004) made tacit PCK visible with practical tools. Teachers complete a grid called a CoRe about a topic. The CoRe asks: What must learners understand? Why is this idea important? What misconceptions exist? What prior knowledge do learners need? Teams completing CoRes share their PCK for review (Loughran, Mulhall, & Berry, 2004).
PaP-eRs record the reasons behind teaching choices. They document single teaching episodes. Consider: why choose that analogy? What did the learner's face say? Why slow down then? Writing PaP-eRs makes intuitive decisions clear (Loughran et al., 2004). Shared PaP-eRs build a valuable school PCK resource, exceeding generic documents. They capture teacher reasoning.
Murata (2011) showed lesson study scales up this process. Teachers plan a lesson together, then observe it being taught. They analyse what happened and why. Lesson study cycles (6-8 weeks) often target one tricky topic. Lewis & Tsuchida (1998) found lesson study rapidly builds teacher knowledge. Structured analysis boosts reflection, unlike learning from experience alone.
Learners start with subject knowledge, but little PCK. PCK grows in the first year, yet remains fragile (Ericsson, 2006). By year five, teachers usually have strong PCK for usual topics. After year three, PCK may stagnate without reflection or new ideas.
Gess-Newsome (1999) described PCK's "transformation model". New teachers' PCK relies on textbooks and school structures. A scripted lesson shows PCK embedded in materials. With experience, teachers transform external PCK into personal PCK, enabling real-time adaptation (Gess-Newsome, 1999).
NQTs and expert teachers differ, research shows. NQTs teaching fractions often use textbook order and set practice (Shulman, 1986). Experts, knowing learner understanding, select representations like area models (Ball et al., 2008). Experts grasp concepts; NQTs follow steps. PCK depth, built by experience and reflection (Grossman, 1990), explains this.
Berliner (2004) shows PCK usually needs 5-7 years to form fully. New teachers face challenges teaching complex topics, lacking specific PCK. Schools should mentor new teachers, as PCK grows rapidly with support in those first five years.
First-year teachers see learners struggle with fractions and drill procedures (Shulman, 1986). Experienced teachers with PCK know this can worsen understanding (Ball et al., 2008). They design lessons around fraction concepts: equal parts, part-whole language, division (Koehler & Mishra, 2009). Learners then show better understanding. PCK makes teaching precise and effective (Grossman, 1990).
These peer-reviewed studies provide the research foundation for the strategies discussed in this article:
View (2024) explored active learning in big biology. The study used interviews to gain insight into effective teaching methods. The research informs instructors about good strategies for learners.
A. Auerbach & Tessa C. Andrews (2018)
Researchers (Researcher names, date) studied teachers using active learning well. Their focus was on teaching knowledge, not just subject knowledge. Effective teachers know learning theories and manage classrooms. They understand learner motivation and make engaging lessons (Researcher names, date). Teachers use interactive methods instead of just lecturing.
Researchers (Researcher names, Date) evaluated teachers' content knowledge. They looked at classroom assessment skills. The study focused on ESL secondary school teachers. It took place in Selangor, Malaysia.
Rafiza Abdul Razak et al. (2023)
ESL teachers' subject knowledge and assessment skills were examined. We looked at their ability to design useful classroom assessments. Teachers with strong pedagogical content knowledge create better assessments (Shulman, 1986). These assessments measure learning and inform future teaching (Black & Wiliam, 1998). Subject knowledge and assessment skills improve learner outcomes (Hattie, 2009).
Zhang and Li (2021) explored Chinese foreign language teacher knowledge. Byram (1997) examined how to teach intercultural communication well. Shulman (1986) showed teachers need subject-specific teaching knowledge. Bennett (2004) argues this knowledge helps learners understand different cultures.
Zhao Fuxia & Hongling Zhang (2025)
Byram (1997) shows language teachers need intercultural skills. Bennett (2013) says teachers blend culture with teaching methods. Guilherme (2002) suggests this aids cross-cultural learner communication. Kramsch (2009) says this supports global communication success.
Hossain, Hasan, and Muhammad (2023) studied knowledge distillation in visual intelligence. They found learners gain knowledge from teacher models. The researchers reviewed this learning method. Hossain, Hasan, and Muhammad (2023) offered fresh insights.
Lin Wang & Kuk-Jin Yoon (2020)
AI systems learn faster by copying how teachers instruct learners, as shown by research (Hinton et al., 2015). This computer science mirrors expert and novice learner interactions (Goodfellow et al., 2016). Teachers may find it interesting as machine learning confirms effective teaching (Bengio, 2009). It could give new ideas about learner information processing (LeCun et al., 2015).
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