GTLE Pedagogy Primary study materials
GTLE Pedagogy Primary study resources

GTLE Pedagogy Primary: Literacy, Numeracy and Foundational Skills Pedagogy

GTLE Pedagogy Primary · Work through your exam, one topic at a time.

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Literacy, Numeracy and Foundational Skills Pedagogy

4. Literacy, Numeracy and Foundational Skills Pedagogy

This domain tests how reading, writing and mathematics are actually built in the early grades, including Ghana's policy of starting literacy in the learner's first language. Expect items on the components of reading, phonics versus the syllabic approach, comprehension, early number, place value and error diagnosis.

Core rules

  • Reading has five components: phonemic awareness, phonics, fluency, vocabulary and comprehension. Comprehension is the goal; the others are the route. Oral language underpins all five.
  • Ghana's approach: initial literacy in the Ghanaian language, with a planned transition to English, as in the National Literacy Acceleration Programme model. Ghanaian languages are largely syllabic, so a syllable or onset-rime approach is used there; English decoding is taught through systematic phonics.
  • Comprehension must be taught, not merely tested: prediction, questioning, clarifying, summarising and inference, modelled in shared reading, practised in guided reading groups while others do independent reading.
  • Writing develops through modelled → shared → guided → independent writing, with the process (plan, draft, revise, edit, publish) taught explicitly.
  • Early number rests on counting principles (one-to-one correspondence, stable order, cardinality), then number bonds, subitising and place value with bundled materials before written algorithms.
  • Problem solving: understand, plan, solve, check. Teach representation - drawings, counters, bar models - rather than keyword hunting.

Worked example

A Primary 3 pupil writes 42 − 17 = 35. Reasoning: she subtracted the smaller digit from the larger in each column (7 − 2 = 5; 4 − 1 = 3). She is not careless; she has no idea of decomposition and is treating digits as separate numbers. The remedy is not more worksheets but base-ten material: build 42, try to remove 7 ones, exchange one ten for ten ones, and record each move alongside the manipulation. Only after several concrete rounds should the written algorithm return. The error is evidence about place value, and the record should say so.

Traps that cost marks

  • Teaching letters and sight words before phonemic awareness.
  • Treating fluency as speed rather than accurate, automatic and expressive reading.
  • Confusing decoding failure with comprehension failure - a fluent reader who cannot infer needs comprehension teaching.
  • Teaching the borrowing algorithm before place value is secure.
  • Keyword rules such as 'altogether means add', which fail on comparison and two-step problems.