Is OP asking question or just showing that he paid attention to the introduction of sum algebra course?
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Anonymous2006-06-03 9:16
Keep differentiating. Look for turning points.
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Anonymous2006-06-03 10:59
technichally if it's a perfect ...quint(?)... all the roots should be a the same place, so you could use an easy first and second derivative test. if this isn't the case, yeah, try >>8
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Anonymous2006-06-03 13:29
loli haet Abel-Ruffini
My algebra textbook has an entire chapter (nearly a hundred pages) devoted to this proof. It's called "A First Course in Abstract Algebra (second edition)" by Joseph J. Rotman. It's a great book; if you really want to know, get your ass to your library and look it up.
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ciel-2006-06-03 22:30
While we're here, anyone mind going through Hell and figuring out the roots for "(x^4)-(3x^3)-(22x^2)-(48x)-(32)=0"?