# Dating arbuda arab so

### Dating arbuda arab so

The latter's calculation of the square root of two is an isolated instance and further they used the sexagesimal notation for numbers.

In modern notation this is nothing but the identity in the theory of indices: They have several such rules for working with powers of a number.

They also seem to have had an idea of the logarithm of a number though they don't seem to have put them to practical use in calculation.

Another favourite topic with them was the study of permutations and combinations.

The triangles are arranged in such a way that they produce 43 subsidiary triangles, The Jains were also aware of the theory of indices, though they did not have the modern notation or any convenient notation for the same.

Calling the successive squares and square roots as the first, the second, etc.

Such an interest, though originally generated from the demands made by astronomical calculations, was also pursued for its own sake, sometimes even for recreational purposes. The contribution to Astronomy by ancient Indians is so great that it does not befit it to include it as one of the contributions of Indian Mathematics to the rest of the world. We shall leave it right there except to add a note on the ancient contribution to the problem of telling time at night by a look at the stars on the meridian. have passed on to us 27 mathematical formulae coded in the Sanskrit language, but not very difficult to remember.

The ease with which the place value system is worked in the Bakshali mss. In fact, very possibly it has mostly come down to us by oral transmission from generation to that if you see the asterism krittik A (Pleides, in modern terminology) on the meridian, that is the time the Leo (= simha) constellation (of the zodiac) has risen above the horizon by an amount indicated by the word: k Ay A. In addition he gave a unique method of representing large numbers by word forms .Suffice it to say that with today's over-dependence on calculators for even simple arithmetical computations, the Vedic methods have great pedagogical value and, through their revival, the skills of mental arithmetic may not be lost for posterity.Hailing from the times of the Vedas, the ritual literature which gave directions for constructing sacrificial fires at different times of the year dealt with the their measurement and construction in a systematic and logical way, thus giving rise to the Sulba Sutras.Bhaskara II introduces also the notion of instantaneous motion of planets.He clearly distinguishes between sth Ula gati (average velocity) and s Ukshma gati (accurate velocity) in terms of differentials.The construction of altars (vedi) and the location of sacrificial fires had to conform to clearly laid down instructions about their shapes and areas It is therefore in the fitness of things that the Pythagorean theorem of Mathematics may be renamed as the Bodhayana theorem.!