applications of binomial theorem?

Answer 1

I use it all the time in my electricty & magnetism course. Its an excellent device for unpacking binomials raised to some power. I know this isn't really the application you were looking for, but since its used to solve problems in class, I'm sure its used to solve problems in some engineering environment.

Answer 2

Bionomial theorem proposed by Blaise pascal has the most important application in mathematics it is use to solve higher powers like (99)raise to the power 7 which without bionomial theorem becomes difficut by using repeated multiplicatins.

Answer 3

Bionomial theorem proposed by Blaise pascal has the most important application in mathematics it is use to solve higher powers like (99)raise to the power 7 which without bionomial theorem becomes difficut by using repeated multiplicatins.

Answer 4

Binomial theorem is a very useful index developed in early 18th century. It is basically used to find the expansion of (a+b)^n,but has a lot of applications. Presently I use it to crack problems of permutations and combinations, it also has wide usage in advanced probability. It is also used in atomic physics sometimes where it is used to count s,p,d,f orbitals.

Answer 5

I know that there are applications to financial mathematics in pricing options using a binomial tree - to determine the number of stock price paths that leads to a particular stock price at maturity - for Monte Carlo Simulation pricing purposes.

Answer 6

It can be used to sum series, expansions, etc.
It is useful in applied mathematics. For example in statistics we find the binomial distribution for a probability function p(x)

Answer 7

Expanding (a + b)^n

Answer 8

sorry iam also loking for this