1 Binomial Theorem - Introduction to the binomial theorem and its relation to the Pascal's triangle.

[@siddharthdas3968]

Probably the best set of lectures for Binomial theorem on youtube. Thank you so much.

[@leonelmessi3010]

Thank You for your clear explanation and clear voice!

[@numberskill]

Hi there, glad that you find the videos useful. Please subscribe and let me know what else you would like to see.

[@cjaygrove]

Very illuminating...thank you!

[@srishtidas172]

The first reference occurs in Indian mathematician Pingala's book on Sanskrit poetics that may be as early as 450 BC as Meru-prastaara, the "staircase of Mount Meru". The commentators of this book were also aware that the shallow diagonals of the triangle sum to the Fibonacci numbers. It was also known to Chinese mathematicians. It is said that the triangle was called "Yang Hui's triangle" (杨辉三角形) by the Chinese. Later, the Persian mathematician Karaji and the Persian astronomer-poet Omar Khayyám; thus the triangle is referred to as the "Khayyám triangle" (مثلث خیام) in Iran. Several theorems related to the triangle were known, including the binomial theorem. And to conclude, in Italy, it is referred to as "Triangolo di Tartaglia" (Tartaglia's triangle), named for the Italian algebraist Niccolò Fontana Tartaglia who lived a century before Pascal; Tartaglia is credited with the general formula for solving cubic polynomials. Its not just China but many other civilisations as well.

[@vijay5905]

Srishti Das nice copy paste😜

[@xlxextxsxexaxtxaxnxixmxaxl6390]

A PASCA’S TRIANGA!