What Makes a Good Leader?
5 lessons
Session structure: Comparison Study
Comparison Study
A structured comparison of two or more examples, places, periods, or perspectives. Introduces each example with sufficient context, applies a systematic comparison framework, analyses similarities and differences with supporting evidence, and reaches an evaluative conclusion about the significance of those differences.
introduce_examples → systematic_comparison → analysis → evaluation
Assessment: Comparative analysis using a structured framework (table, Venn diagram, or essay), demonstrating understanding of both examples and reaching a substantiated evaluative conclusion.
Teacher note: Use the COMPARISON STUDY template: introduce two clear examples — places, periods, beliefs, or phenomena — with enough detail for pupils to identify similarities and differences. Guide systematic comparison using a table or Venn diagram. Prompt pupils to explain why there are similarities or differences, not just list them.
KS2 question stems:
Why this study matters
Studying religious leaders (Jesus, Muhammad, Guru Nanak, the Buddha, Moses) through the lens of leadership teaches both theological content and ethical reasoning. Pupils compare what makes a good leader across traditions: compassion, justice, courage, wisdom. This connects to PSHE (leadership in school) and History (historical leaders).
Pitfalls to avoid
Vocabulary word mat
| Term | Meaning |
| prophet |
| founder |
| teacher |
| compassion |
| justice |
| wisdom |
| revelation |
| follower |
Scaffolding and inclusion (Y5)
| Guideline | Detail |
| Reading level | Fluent Reader (Lexile 450–650) |
| Text-to-speech | Available |
| Max sentence length | 22 words |
| Vocabulary | Academic vocabulary expected. Technical domain vocabulary accessible with in-context clues. Figurative language (metaphor, personification) appropriate. |
| Scaffolding level | Light To Moderate |
| Hint tiers | 4 tiers |
| Session length | 20–30 minutes |
| Worked examples | Required — Text-based. Child completes partial worked examples (fading). Not fully narrated. |
| Feedback tone | Peer Like Respectful |
| Normalize struggle | Yes |
| Example correct feedback | You recognised that 1/2 is larger than 2/5, and used the common denominator method correctly. The visualiser confirms it — the bar for 1/2 is noticeably longer. |
| Example error feedback | The reasoning does not quite hold: you said both fractions are the same because the numerator in 2/5 is double the numerator in 1/2. But the denominator changed too — the pieces got smaller. Converting to tenths: 1/2 = 5/10 and 2/5 = 4/10. Which is larger now? |
Knowledge organiser
Key terms:Graph context
Node type:TopicSuggestion | Study ID: TS-RS-KS2-002
Cypher query:
``cypher
MATCH (ts:TopicSuggestion {suggestion_id: 'TS-RS-KS2-002'})
-[:DELIVERS_VIA]->(c:Concept)
-[:HAS_DIFFICULTY_LEVEL]->(dl)
RETURN c.name, dl.label, dl.description
``
Generated from the UK Curriculum Knowledge Graph — zero LLM generation.