Jyotiṣa-śāstra Saṅgraha: Threefold Division, Gaṇita Methods, Muhūrta, and Planetary Reckoning
गुणघ्नमूलोनयुतः सगुणार्द्धे कृतं पदम् । दृष्टस्य च गुणार्द्धो न युतं वर्गीकृतं गुणः ॥ ३५ ॥
guṇaghnamūlonayutaḥ saguṇārddhe kṛtaṃ padam | dṛṣṭasya ca guṇārddho na yutaṃ vargīkṛtaṃ guṇaḥ || 35 ||
Wenn die Quadratwurzel mit dem subtraktiven Glied, das mit dem Koeffizienten multipliziert ist, verbunden und dies zusammen mit der Hälfte des Koeffizienten angewandt wird, entsteht der (nächste) Schritt. Und für die betrachtete Größe gilt: Die Hälfte des Koeffizienten—wenn sie nicht zur Wurzel addiert wird—wird nach dem Quadrieren zum Koeffizienten.
Sanatkumara (teaching Narada)
Vrata: none
Primary Rasa: shanta
Secondary Rasa: none
Though technical, the verse reflects the Purana’s teaching that disciplined knowledge (śāstra-jñāna)—even in calculation—supports clarity of mind, which is foundational for Mokṣa-dharma.
This specific verse is not a bhakti-instruction; it sits in a technical teaching context, implying that right understanding and orderly practice can accompany devotion as supportive disciplines.
It highlights gaṇita-style operational reasoning using terms like guṇa (coefficient), varga (square), and mūla (square root), akin to auxiliary technical sciences often transmitted alongside Vedāṅga learning traditions.