0cfacd87-thod-trial-and-error-or-ac-is-more-effective-and-why-choose-the-best-ex

Question

For the trinomial $$101x2+202x+101101x^2 + 202x + 101$$, which factoring method is most effective for this expression, and why?

Accepted Answer

Factor using the greatest common factor (GCF), since all terms share a common factor of 101101.

Answer

Quadratic formula, since the coefficients are large prime numbers

Answer

AC method, because multiplying 𝑎⋅𝑐𝑎⋅𝑐 helps identify factor pairs for grouping.

Answer

Trial-and-error, since 101101 is prime and limits the number of possible factor pairs.

For the trinomial 101x2+202x+101101x^2 + 202x + 101, which factoring method is most effective for this expression, and why?