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115 sparknotescom SUMMARY COMPLEX ROOTS rearroors or tne onginal potynomia that are second-dlegree palynomialscomauau reduced using real numbers With comple numbers however we can solve those sparknotes Trending Cetrlatic equations which are irreducible over the reals and we can then find each of the n roots of a polynomial of degree n A given quadratic equation ax2 bx c o in which b2 -4ac <o has two complex roots x b+262-4 b2-4ac 2a -b-2b2-4ac 2a Therefore whenever a complex number is a root of a polynomial with real coefficients its complex conjugate is also a root of that polynomial As an example we'll find the roots of the polynomial x5 - X4 x3 x2 12X 12 complexroots X5 X4 X3 X2 12X 12 O x 1x4 x2- 12 o x 1x2 -3x2 4 O 3 x 1x Xx2 4 o Xx 21x 21 = O x 1x Xx- + CLEVERLITTLEMONKEY EXCLUSIVE BRANDS FOR KIDS When your website has got to have those fancy 3^12 Meme
Complex
Fancy
Kids
Programmer Humor
got
for kids
website
the roots
roots
com
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