Bija Ganita Or the Algebra of the Hindus
Bija Ganita Or the Algebra of the Hindus
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In our eReader you can find the full English version of the book. Read Bija Ganita Or the Algebra of the Hindus Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Bija Ganita Or the Algebra of the Hindus
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We ^* "^MooMd means simple as opposed to compound, but in the language of this science it is generally used to express a number having one significant figure.
IN^TRODUCTION. S9 £m\ then k/S and v/i?, but these are not the true roots, for their square is 18. If we proceed contrary to the rule by finding a surd equal to two of the surds, as v/72, which is tlie sum of v/32 and \/8, and extracting the root of 10+ v/72 4-v/24 we shall have for the two roots \/6 and \/4, but their square is not ecjua...l to the quantity whose root was required. The foregoing rules are illustrated by four more examples, which conclude this chapter* CHAP. V* " To find the value of an unknown number, such that when it is multiplied by " a known number, and the product increased by a known number, and the sum " divided by a known number, nothing remains. Call the number by which the " unknown number is multiplied the dividend, the number which is added the '* augment, and that by which the sum is divided the divisor.
What to read after Bija Ganita Or the Algebra of the Hindus?
You can find similar books in the "Read Also" column, or choose other free books by B 1114 Bhaskaracarya to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
We ^* "^MooMd means simple as opposed to compound, but in the language of this science it is generally used to express a number having one significant figure.
IN^TRODUCTION. S9 £m\ then k/S and v/i?, but these are not the true roots, for their square is 18. If we proceed contrary to the rule by finding a surd equal to two of the surds, as v/72, which is tlie sum of v/32 and \/8, and extracting the root of 10+ v/72 4-v/24 we shall have for the two roots \/6 and \/4, but their square is not ecjua...l to the quantity whose root was required. The foregoing rules are illustrated by four more examples, which conclude this chapter* CHAP. V* " To find the value of an unknown number, such that when it is multiplied by " a known number, and the product increased by a known number, and the sum " divided by a known number, nothing remains. Call the number by which the " unknown number is multiplied the dividend, the number which is added the '* augment, and that by which the sum is divided the divisor.
What to read after Bija Ganita Or the Algebra of the Hindus?
You can find similar books in the "Read Also" column, or choose other free books by B 1114 Bhaskaracarya to read onlineMoreLess
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