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In Sanskrit, the following Vedic Numerical code was used in many slokas.
"Kaadi nava
Taadi nava
Paadi panchaka
Yadyashtaka
Kshah sunyam"
कादि नव
टादि नव
पादि पञ्चक
यद्यश्टक
क्ष शुन्यम्
Means...
Kaadi Nava Starting from ka, the sequence of 9 letters represent 1,2,..9.
Similarly Taadi Nava , starting from ta,
Paadi panchaka (1-5), starting from pa,
Yadyashtaka(1-8) starting from ya.
And ksha represents 0.
In detail,
ka(क)-1, kha(ख)-2, ga(ग)-3, gha(घ)-4, gna(ङ)-5, cha(च)-6, cha(छ)-7, ja(ज)-8, jha(झ)-9.
ta(ट)-1, tha(ठ)-2, da(ड)-3, dha(ढ)-4, ~na(ण)-5, Ta(त)-6, Tha(थ)-7, Da(द)-8, Dha(ध)-9.
pa(प)-1, pha(फ)-2, ba(ब)-3, bha(भ)-4, ma(म)-5.
ya(य)-1, ra(र)-2, la(ल)-3, va(व)-4, Sa(श)-5, sha(ष)-6, sa (स)-7, ha(ह)-8.
kshah(क्ष)-0.
Based on this code there are many slokas in mathematics.
e.g., For PI value, a sloka is as folows..
गोपीभाग्य मधुव्रातः श्रुंगशोदधि संधिगः |
खलजीवितखाताव गलहाला रसंधरः ||gopeebhaagya maDhuvraatTaH SrMgaSoDadhi saMDhigaH
khalajeeviTakhaaTaava galahaalaa rasaMDharaH
ga-3, pa-1, bha-4, ya -1, ma-5, Dhu-9, ra-2, tha-6, shru-5, ga-3, sho-5, dha-8, Dhi -9, sa-7, Dha- 9, ga-3, kha-2, la-3, jee-8, vi-4, tha-6, kha-2, tha-6, va-4, ga-3, la-3, ha-8, la-3, ra-2, sa-7, Dha-9, ra-2
PI = 3.1415926535897932384626433832792...
The above sloka has actually 3 meanings.