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Kannadigas in the Hubli-Karnataka region for example, came under the rule of the Bombay presidency where Marathi was the official language. Those in the Hyderabad-Karnataka region came under the Nizam's rule where Urdu ruled, while in Mysore Kingdom, Kannada was the official language.
Kannadigas in the Hubli-Karnataka region for example, came under the rule of the Bombay Presidency where Marathi was the official language. Those in the Hyderabad-Karnataka region came under the Nizam's rule where Urdu was the main language. Kannadigas in South Canara came under the rule from the Madras Presidency which used Tamil as their main ...
Brahmagupta, in his astronomical work Brāhma Sphuṭa Siddhānta (628 CE), included two chapters (12 and 18) devoted to these fields. Chapter 12, containing 66 Sanskrit verses, was divided into two sections: "basic operations" (including cube roots, fractions, ratio and proportion, and barter) and "practical mathematics" (including mixture ...
K.C. Nag's books from class 4–12 are the books which the students aspiring to excel in every walk of life had depended on at some time or other for the past three generations. Tridibesh formed a board consisting of eminent professors, school teachers, examiners, and successful students in order to revise the book from time to time.
The vachana poetic tradition was repopularised by some poets while others wrote anthologies and doctrines based on the 12th century Veerashaiva canon. [8] Social developments in the 19th century brought the influence of English literature and classical Sanskrit literature , resulting in the birth of modern prose, prose narrative and theatrical ...
[2] [3] It was inspired by or written in part by the famous Rashtrakuta King Amoghavarsha I, and some historians claim it is based partly on the Sanskrit text Kavyadarsha. Some historians believe Kavirajamarga may have been co-authored by a poet in the king's court, the Kannada language theorist Sri Vijaya.
The Kerala school of astronomy and mathematics founded by Madhava of Sangamagrama is the topic of the seventh chapter, which includes Madhava's works on series expansions of trigonometric functions and the calculation of pi, [2] [6] [16] and developments by Nilakantha Somayaji in the theory of astronomy. [12] Chapter eight covers the ...
Thus 12, which is divisible by 1 + 2 = 3, is a harshad number. These were later also called Niven numbers after 1977 lecture on these by the Canadian mathematician Ivan M. Niven. Numbers which are harshad in all bases (only 1, 2, 4, and 6) are called all-harshad numbers. Much work has been done on harshad numbers, and their distribution ...