Kemampuan membuat koneksi matematika penting untuk memahami konsep dan menerapkan dalam situasi nyata. Penelitian ini bertujuan menjelaskan keterampilan konektivitas matematika siswa berkemampuan sedang dari kelas 8, menggunakan metode deskriptif kualitatif melalui penilaian tertulis dan wawancara. Hasil penelitian menunjukkan siswa berkemampuan sedang memiliki tingkat konektivitas matematika yang rendah (63%), kesulitan mengintegrasikan konsep, merumuskan analgoi, dan perhitungan. Sebaliknya, terkait kolerasi matematika dan kehidupan sehari – hari, mereka menunjukkan hubungan signifikan (72%), mampu memahami masalah kontekstual, mendokumentasikan informasi, dan menghubungkannya dengan model matematika. Disimpulkan bahwa siswa berkemampuan sedang lebih mudah mengaitkan matematika dengan kehidupan sehari – hari daripada konsep matematika itu sendiri. Oleh karena itu, disarankan bagi guru mengembangkan lingkungan belajar yang mendorong pemahaman hubungan antar konsep serta beragam soal untuk meningkatkan keterampilan konektivitas matematika siswa. The ability to make mathematical connections is important for understanding concepts and applying them in real situations. This study aims to explain the mathematical connectivity skills of 8th grade medium-ability students, using qualitative descriptive methods through written assessments and interviews. The results showed that medium-ability students had low levels of mathematical connectivity (63%), difficulty integrating concepts, formulating analogies, and calculations. In contrast, related to the correlation between mathematics and everyday life, they showed a significant relationship (72%), were able to understand contextual problems, document information, and relate it to mathematical models. It was concluded that medium-ability students found it easier to relate mathematics to everyday life than the mathematical concept itself. Therefore, it is recommended for teachers to develop a learning environment that encourages understanding of the relationship between concepts and various problems to improve students' mathematical connectivity skills..
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