You are using the new UI (Beta).Return to the original UI

This page has been automatically translated by machine translation. Please note that translations may not be entirely accurate.

keisanHigh-precision calculations for everyday life and work

Calculating the Binomial Theorem (Trinomial)

Author: shiroeExecutions: 15

※ This library was created by a member. This site is not responsible for its content.

Manage Bookmarks
We will perform calculations related to the binomial theorem.
Here, we will deal with the expansion of (A+B+C)^n. This is a trinomial.
We will find the coefficients of the (A^a)(B^b)(C^c) terms in the expanded form.
The lowercase letters a, b, and c represent the exponents of the uppercase letters and numbers ABC.
The form of the expression before expansion is (A+B+C)^n. (Where n = a + b + c)
Enter the values of n, a, b, and c you wish to evaluate. (n, a, b, and c must all be non-negative integers.)
n
a
b
c
Coefficient 
Digit display setting: 6 digits. Fixed digits. Real number calculation mode.

No customer feedback for this calculation yet.