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Is Horner Algorithm works or suitable for polynomial with complex coefficients?

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#polynomials #complex-numbers #algorithms #factoring
311
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Integer Factorization problem - New Idea

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#number-theory #elementary-number-theory #algorithms #factoring
362
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What causes the equating-the-coefficients method not to work?

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#algebra-precalculus #polynomials #factoring
215
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Solve $3 = -x^2+4x$ by factoring

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#quadratics #factoring
177
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Find a possible f(x) and g(x)

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#functions #factoring
266
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Factoring polynomial

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#factoring #irreducible-polynomials
80
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Is a polynomial irreducible modulo a silly large prime

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#polynomials #factoring
56
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Find a possible f(x)

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#functions #factoring
73
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I need help factoring quadratics.

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#quadratics #factoring
65
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Is there an error in this Precalculus handout on Law of Cosins and Herons Formula?

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#algebra-precalculus #trigonometry #factoring #area
95
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Remainder when $x^{2016}+x^{2013}+\cdots+x^6+x^3$ is divided by $x^2+x+1$.

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#algebra-precalculus #factoring
989
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Prove that a polynomial of odd degree in $ \Bbb R[x]$ with no multiples roots must have an odd number of real roots.

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#polynomials #roots #factoring
1.9k
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What is the largest six-digit number with an odd number of positive factors?

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#contest-math #factoring #square-numbers
74
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How does this factoring work?

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#complex-numbers #roots #factoring
107
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Solving $2(n-1)n(n+1)(n+2)=(m-3)(m+3)$

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#diophantine-equations #factoring #integers

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