Aberewa Middle School

Akan roots · Neurodivergent access · Individualized learning

Culture and accessibility belong inside the lesson.

At Aberewa, Akan-rooted learning is not an occasional celebration, and IEP support is not an afterthought. Mathematics and English Language Arts connect cultural knowledge, academic skills, communication, identity, and practical application. Each student receives access through the goals, accommodations, services, and specially designed instruction documented in the student’s IEP.

Four guiding commitments

Culture is knowledge

Akan histories, oral traditions, symbols, design practices, values, and ways of communicating are studied with context and respect—not used as decoration.

Presume competence

Neurodivergent students are treated as capable thinkers. Communication, sensory, reading, writing, attention, or processing differences do not reduce intellectual dignity.

Access is individualized

Teachers implement each IEP and adjust materials, pacing, response formats, technology, grouping, and instruction according to documented student needs.

Learning is connected

Students read, speak, calculate, model, design, listen, create, and reflect across subjects instead of experiencing knowledge as isolated fragments.

Documented people, objects, and designs

See the cultural evidence behind the lessons

These images are not generic “African” decoration. Each one has a documented connection to Akan material culture or to a specific Bono-region community. Captions separate what the source establishes from the new academic lesson Aberewa builds around it.

Two subjects · One cultural foundation

What Akan-rooted integration looks like

English Language Arts

  • Oral tradition: Students listen to, retell, compare, and create stories while studying audience, sequence, character, theme, and memory.
  • Akan proverbs: Students interpret figurative language, explain multiple meanings, connect a proverb to evidence, and write modern applications.
  • Ananse traditions: Teacher-vetted stories support analysis of cleverness, consequence, community values, perspective, and the responsibilities of a storyteller.
  • Adinkra as visual text: Students study a symbol’s documented meaning and context, then explain how image, language, and cultural memory communicate together.
  • Diaspora and New Orleans: Students compare Akan-rooted ideas with African diasporic literature, local oral history, family narratives, and contemporary expression.
  • Student voice: Learners may demonstrate understanding through writing, AAC, speech, illustration, performance, audio, video, or supported presentation.

Mathematics

  • Kente-inspired pattern study: Students investigate repetition, sequence, ratio, transformation, symmetry, and rule-based design while learning the cultural context of the patterns.
  • Adinkra geometry: Students identify lines, angles, reflections, rotations, translations, congruence, and scale in carefully selected symbolic designs.
  • Markets and exchange: Realistic scenarios support operations, unit rates, proportional reasoning, budgeting, estimation, and financial decision-making.
  • Architecture and measurement: Students use perimeter, area, scale, spatial reasoning, and accessible design to investigate or create community spaces.
  • Rhythm and number: Call-and-response, beat patterns, and Abrafi Mathematics routines support counting, facts, sequences, vocabulary, and repeated retrieval.
  • Mathematical explanation: Students show reasoning through objects, drawings, tables, graphs, equations, gestures, AAC, recorded explanation, or teacher-supported demonstration.

Respectful use: Teachers identify sources, provide historical and cultural context, distinguish Akan traditions from other African cultures, and avoid presenting any symbol, story, or design as having one universal meaning.

Teacher-ready examples

Six concrete connections—not general references

Mathematics example 1

Gold-weight balance investigation

  1. Study a museum object record and identify material, date range, origin, dimensions, and use.
  2. Use classroom replicas or virtual balance pieces with values clearly labeled as a simulation—not claimed historical masses.
  3. Find equivalent combinations, compare ratios, and explain why standardized units support exchange.
  4. Write a mathematical claim supported by a balance model, table, and equation.
English example 1

Adinkra as visual rhetoric

  1. Select one symbol from a teacher-vetted museum or scholarly source.
  2. Record its Akan name, documented meaning, source, and context rather than relying on commercial symbol charts.
  3. Analyze how shape, repetition, placement, and associated language communicate an idea.
  4. Produce an explanatory paragraph, AAC presentation, audio response, or visual essay with source credit.
Mathematics example 2

Transformation map of Adinkra cloth

  1. Overlay a coordinate grid on a reproduced cloth detail.
  2. Locate repeated motifs and describe translations, reflections, rotations, spacing, and frequency.
  3. Calculate the fraction or percentage of sections containing a selected motif.
  4. Create a new rule-based pattern and distinguish the student design from an authentic historical symbol.
English example 2

Akan proverb, claim, and context

  1. Use a proverb from a scholarly or community-validated source such as documented work on Akan proverb rhetoric.
  2. Identify speaker, audience, situation, figurative meaning, and possible interpretations.
  3. Write a claim about the proverb’s purpose and support it with language from the source and contextual research.
  4. Compare interpretation respectfully; do not treat a translated proverb as having only one fixed meaning.
Mathematics example 3

Bono/Brong trade and data inquiry

  1. Locate Techiman and historical Bono centers such as Bono Manso or Begho using credible maps and historical sources.
  2. Use current public data or teacher-created tables explicitly labeled hypothetical to study distance, unit price, quantity, percentage, and graphing.
  3. Compare two routes or market choices and justify a decision mathematically.
  4. Keep the historical facts separate from invented practice numbers.
English example 3

Bono oral history and Bono Twi

  1. Study a Bono-region account of place, migration, leadership, trade, festival, or community memory alongside archaeological or documentary evidence.
  2. Mark what is oral tradition, what is material evidence, what is interpretation, and what remains uncertain.
  3. Use Bono Twi only with a fluent Bono speaker or validated Bono-language source; do not silently substitute Asante Twi.
  4. Create a sourced oral-history profile, comparison essay, bilingual display, or recorded presentation.
Accuracy rule: “Akan” names a broad cultural and language family; Bono/Brong is a distinct Akan people and historical tradition. A lesson must name the specific community, object, dialect, place, or source whenever that information is known. Adinkra, Asante, Bono, Fante, and other Akan traditions should not be treated as interchangeable.

Interdisciplinary bridges

How mathematics and English strengthen each other

01 · Pattern

Recognize and describe structure

Students identify patterns in number sequences, designs, repeated language, story structure, rhyme, and oral performance.

Shared evidence
A student names the pattern, represents it, explains the rule, and shows where it appears.
02 · Meaning

Interpret symbols and representations

Students compare how a word, proverb, diagram, table, equation, and Adinkra symbol communicate meaning differently.

Shared evidence
A student chooses a representation and explains what it communicates well and what it leaves out.
03 · Reasoning

Make a claim and support it

ELA claims require textual evidence; mathematical claims require examples, representations, calculations, or logical explanation.

Shared evidence
A student states a claim, provides evidence, answers a question, and revises after feedback.
04 · Communication

Translate thinking for an audience

Students practice communicating the same idea through plain language, visual models, symbols, performance, and formal academic forms.

Shared evidence
A student selects an accessible format and communicates accurately to a real audience.

IEP implementation

Support for neurodivergent learners

Neurodivergence includes varied ways of communicating, attending, sensing, processing, remembering, regulating, reading, writing, reasoning, and interacting. No single strategy fits every learner. The student’s IEP, current data, strengths, communication system, and family knowledge guide implementation.

Clear, explicit instruction

Teachers model the skill, think aloud, provide examples and nonexamples, check understanding, and gradually release responsibility.

Communication access

AAC, visual choices, wait time, gestures, speech, writing, and other communication forms are honored according to student needs.

Sensory and regulation support

Predictable routines, movement, breaks, reduced sensory load, flexible seating, and regulation tools are used when appropriate.

Chunking and pacing

Directions, texts, and problems are divided into meaningful steps with additional processing time and planned repetition.

Multiple representations

Students encounter ideas through concrete objects, visuals, sound, movement, language, diagrams, and symbols.

Assistive technology

Text-to-speech, speech-to-text, audiobooks, calculators, digital organizers, adapted keyboards, and other approved tools increase access.

Purposeful scaffolds

Vocabulary banks, sentence frames, worked examples, reference charts, graphic organizers, and guided notes support independence.

Choice in demonstration

When the learning goal permits, students may respond through writing, speech, AAC, drawing, models, performance, or recording.

Progress monitoring

Teachers collect manageable evidence tied to IEP and curriculum goals, adjust instruction, and share understandable progress information.

Aberewa’s promise: Accommodations provide access; specially designed instruction teaches the learner how to progress; modifications are used only when documented and appropriate. Support should increase participation, communication, confidence, and independence without treating a student’s disability as a lack of intelligence.

Example integrated unit

Pattern, Proverb & Proof

In this teacher-adaptable unit, students investigate how patterns and concise forms communicate knowledge. Instruction can be shortened, extended, or individualized according to grade-level goals and IEP needs.

Phase 1

Encounter

Study teacher-vetted Akan proverbs and contextualized geometric or textile patterns through audio, visuals, objects, and read-alouds.

Phase 2

Investigate

Analyze figurative meaning in ELA and describe sequence, symmetry, ratio, transformation, or measurement in mathematics.

Phase 3

Create

Develop an original pattern and a short statement or story expressing a documented community value or learning principle.

Phase 4

Explain

Present the rule, calculations, meaning, evidence, cultural context, and design choices through an accessible response format.

Academic evidence

  • ELA interpretation and supporting evidence
  • Accurate mathematical representation
  • Clear explanation of pattern or rule
  • Revision after feedback

Access options

  • Reduced visual field or chunked materials
  • AAC or recorded explanation
  • Concrete pattern pieces or digital design
  • Teacher scribing, extended time, or supported rehearsal as documented

Research and image sources

Sources teachers can verify

Planning and accountability

Teachers document the academic target, cultural source and context, IEP connection, planned accommodations, communication options, assessment evidence, and next instructional step. Families and related-service professionals contribute when their knowledge is relevant to access and progress.

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