Promoting Inclusive Mathematics Instruction through Logical Truth Tables and Coding in Integer Operations

Abstract

Integer operations form the foundation of mathematical learning. However, due to persistent
misconceptions of positive and negative numbers with respect to additive inverse, addition and
subtraction, multiplication and division and misinterpretation of inequalities symbols, students are
constrained in solving problems accurately and confidently. Traditional teaching strategy via rote
memorizations fails to adequately address these challenges. This paper presents Inclusive
Mathematics Instruction through Logical Truth Tables and Coding in Integer Operations as an
innovative strategy. Widely used in logic and computing as a structured, visual framework for
analyzing all possible outcomes of mathematical operations, mapping positive and negative
integers in tabular forms makes the underlying rules more transparent, reduces reliance on
memorization, and fosters inclusive learning for diverse students’ abilities. The paper concluded
that the use of truth tables and coding-based logic concepts in teaching integer operations promises
dual benefits as: bridging the gap between abstract logical reasoning and concrete mathematical
application; and provides an inclusive strategy (logic-based teaching strategy) that reduces reliance
on rote memorization. It was suggested that the application of truth tables and logical coding
systems should be actively promoted and thoughtfully incorporated to strengthen the teaching and
learning of integer operations.