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Imaginary Roots For Quadratic Equation

Solving Quadratic Equations

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Polynomial Root-finding with the Jenkins-Traub Algorithm

The Jenkins-Traub Algorithm is a standard in the field of numerical computation of polynomial roots, fundamentally developed as a numerical algorithm specifically for the task of computing polynomial roots. In other words, (i) because it was planned from the outset for numerical purposes rather than being simply an adaptation of an analytic formula, it is extremely robust, effectively minimizing the effects of computer round-off error, while (ii) also being extremely efficient compared to more

Differential Equations & Linear Algebra Final

Differential Equations & Linear Algebra Final May 16th, 2008 The spring semester just ended exactly an hour ago at 7:05pm Central time. My last exam is well, in math, differential equations and linear algebra. I have to say, I really thought the entire course as a whole was pretty easy. In fact, a bit too easy, very much like multi variable calculus (eg: calculus 3). Now the last exam, which I got an 85 out of 100 points, curved up. So that wasn’t a B. So I knew, knowing that, in order to ge

the real reason i didn't get in to UVA

I just found this essay I wrote as part of the University of Virginia's application process. The prompt was to write about a piece of art, work of literature, discovery in science etc. and how it surprised or inspired us. I was a little fed up with college essays at the time I think. X equals negative b, plus or minus the square root of b squared minus 4ac all over 2a—Ah, the quadratic formula. Okay, so maybe it isn’t the best looking piece of art in the world. And it certainly isn’t the best