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
Login|Register

Calculating Cubic Expressions Using Quaternions

Author: shiroeExecutions: 1
TOP/Shared Formulas (Math)/Advanced Math

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

Manage Bookmarks
This program calculates the value of a cubic polynomial using quaternions.
Ln is the coefficient of the left-hand side of x^n.
Rn is the coefficient of the right-hand side of x^n.
M is the constant term.
The product is calculated by multiplying the right-hand side by the left-hand side.
For each term of degree n, multiply Ln by x n times from the right, and then multiply by Rn from the right.
Finally, calculate the sum, including the constant term.
Output this as the value of the polynomial.
The real part of L
The imaginary part i of L
The imaginary part j of L
The imaginary part k of L
Real part in R
The imaginary part i in R
The imaginary part j in R
The imaginary part k in R
The real part of M
　　(Constant term)
The imaginary part i of M
　　(Constant term)
The imaginary part j of M
　　(Constant term)
The imaginary part k of M
　　(Constant term)
The real part of x
The imaginary part of x, i
The imaginary part j of x
The imaginary part k of x
y real part 
y imaginary part i 
y imaginary part j 
y imaginary part k 
Digit display setting: 6 digits. Digit count can be changed. Real number calculation mode.

No customer feedback for this calculation yet.