When Is X^n + 1 Divisible By X + 1? | Polynomials & Rational Functions
underground mathematics
- Discuss
- Map
- Search
- Browse
- User
- More
- Home
- How-to guide
- Underground hub
- About and contact
- Your mathematical classroom
Polynomials & Rational Functions
Review question When is $x^n + 1$ divisible by $x + 1$? Add to your resource collection Remove from your resource collection Add notes to this resource View your notes for this resource Ref: R7108 Printable/supporting materials Printable version Fullscreen mode Teacher notes- Question
- Suggestion
- Solution
Question
Show that \(x^n + 1\) is divisible by \(x + 1\) when, and only when, \(n\) is an odd integer.
Previous NextUCLES O level Additional Mathematics 2, QP 471/2, 1968, Q5(iii)
Question reproduced by kind permission of Cambridge Assessment Group Archives. The question remains Copyright University of Cambridge Local Examinations Syndicate (“UCLES”), All rights reserved.
Last updated 22-Aug-16Station
Polynomials & Rational FunctionsLines
- Number
- Functions
Từ khóa » Xn+1
-
Newbie: How To Write Xn+1 = Functions? - - MathWorks
-
ON THE RECURSIVE SEQUENCE Xn+1 = Xn-1/g(xn) - JSTOR
-
Prove $ X^n-1=(x-1)(x^{n-1}+x^{n-2}+...+x+1) - Math Stack Exchange
-
Bifurcation Diagram Of The Logistic Map X N+1 = λxn(1 - ResearchGate
-
[PDF] On The Factorization Of Xn − 1
-
The XN-1 LaWS: A Promising Leap? - Stanford
-
On The Recursive Sequence Xn+1 = α + Xn−1/xn
-
[PDF] BASIC STATISTICS 1.1. Random Sample. The Random Variables X1 ...
-
[PDF] G(xn, Xn-1)/(A+xn) - CORE
-
[PDF] Dynamics Of Difference Equation Xn+1=f(xn-l,xn-k)$x_{n+1}=f( X_{n-l ...
-
Solutions Of The Difference Equation Xn+1=xnxn-1-1 - Project Euclid