TEKS standards alignment:
Number Hive supports key Grades 3–6 TEKS mathematics standards, helping students build both fluency and mathematical reasoning.
1. Mathematical process standards (TEKS: 3.1 – 6.1)
The TEKS Mathematical Process Standards require students to:
- Analyse mathematical relationship
- Develop problem-solving strategies
- Communicate and justify their thinking
- Use reasoning to evaluate solutions
How Number Hive supports this:
Every move in Number Hive requires students to:
- Analyse possible number combinations
- Predict the outcome of different moves
- Select the best strategy to maximise their score
Students naturally practise strategic mathematical reasoning, exactly the type of thinking TEKS emphasises.
2. Number and Operations (TEKS: 3.4, 4.4, 5.3)
TEKS focuses on strong fluency with numbers and operations.
Students in Grades 3–6 must develop automaticity and confidence with multiplication, number relationships, and operations.
How Number Hive supports this
- Students repeatedly use multiplication and number combinations during gameplay.
- Frequent play strengthens number sense and recall of core facts.
- Practice happens in a meaningful context, increasing retention.
This builds the foundational fluency required by TEKS.
3. Algebraic Reasoning (TEKS 3.5, 4.5, 5.4, 6.6)
TEKS introduces algebraic thinking through patterns and relationships.
Students are expected to:
- Identify numerical patterns
- Recognise relationships between numbers
- Reason about mathematical structure
How Number Hive supports this
- Players look for patterns and opportunities across the game board.
- Students recognise relationships between factors and multiples.
- Strategic planning reinforces early algebraic thinking.
This helps students develop the algebraic reasoning TEKS builds throughout elementary mathematics.
4. Problem Solving
Problem solving is embedded across all TEKS mathematics standards.
Students must:
- Analyse problems
- Select appropriate strategies
- Adjust their thinking based on results
How Number Hive supports this
Each game presents a continuous series of mathematical decision points.
Students must:
- Evaluate possible moves
- Predict consequences
- Adapt strategies as the board changes
This creates repeated opportunities to practise authentic mathematical problem solving.