Polynomial

In a polynomial equation, if a number # if (x-#) is a factor of g(x), then # is a zero/root of the polynomial. If the group of three wants to prove that the binomial (x+2) is a factor of the g(x) equation, one option they could explore is using long division with the binomial in the divisor position. Essentially, no one was wrong. Prof. McCory and Ms. Guerra were in the green. 3. Dr. Collier summons you over to his table. He wants to demonstrate the graph of a fourth-degree polynomial function…

this problem and what is its status i.e. Is P = NP? Keywords— Polynomial, Non - Determinsitic, P, NP, NPC Reductions, Reducibility, Reductions, certificate, complexity I. INTRODUCTION What is P vs NP? Why it is important to know what problems are in P and what problems are in NP? Some problems like Addition, Subtraction, sorting and algorithms such as Dijkstra’s are all belong to the category of P. The problems that are solved in polynomial time. But there are problems…

Assignment No : 3 Title Of Assignment A. Problem statement feasibility assessment using satisfiability analysis. B. Mathematical Modeling. A. Problem Statement : Big data is generated from various ubiquitous system. This data is difficult to handle with single computer In order to reduce the computation time and decreases the storage space the workload is distributed on two or more computers. MapReduce is recent programming model for processing on data Parallel manner. The performance of…

to be highly renowned and died before the significance of his works could be truly accepted and appreciated. Lobachevsky was a rector and a professor of mathematics at Kazan University for nineteen years, devised a method for finding roots of a polynomial and published a plethora of material on algebra, numerical analysis, astronomy and probability. His most important discovery was the idea of non-Euclidian geometry, the thought of which was met with scorn and derision during his lifetime, but…

one and we get two. (1+1=2) As said earlier that it makes life easier for mathematicians in today’s world. The Pascal’s triangle is used in two major areas in math. They are Algebra and Probability. Algebra In this case let us say we use a polynomial x+2, and if we want to raise it to some powers like 1, 2,3,4,5 and so on. Here is a chart below to have an idea. (x+2)^0 = 1 (x+2)^1 = x + 2 (x+2)^2 = x^2 + 4x + …

In this way file is reconstructed back from its shares. The size of each piece is |F| / (n-k), where |F| is size of secret/data, which is smaller than size of each piece produced through algorithm explained in [52]. In this scheme, m-1 shares of file F may provide some information about F. So in this scheme it is advisable to encrypt F before dispersing it and decode it after reconstruction of the encrypted version. One possible attack on the security of the data dispersed among servers would be…

Genetic parameters were estimated using B-spline functions in random regression models for weight of Large White pigs measured between the 3rd and 36th week of age. The model accounted for contemporary groups, parity and sex as fixed effects while random effects modelled were; animal genetic effect, permanent environmental effect and maternal genetic effect along with heterogeneous residual variances. Heritability estimates decreased with age from 0.37 at 3 weeks to 0.27 at 36 weeks. Weight…

lesson. In this plan, the unit was an exploration of how factoring expressions can relate to finding commonalities people share in our classroom. Students were able to make connections between finding the greatest common factors of each term in a polynomial,…

but this is a special case of a more general phenomenon, described below. Claim: There is no polynomial P in Z[x] of positive degree such that the values P(0), P(1), ... are all prime. Proof: Suppose otherwise, so P(0) = p for some prime p. Then the constant term of P is p, so p | P(kp) for k >= 1 an integer. Since these values are prime by hypothesis, P(kp) = p for k >= 1. Thus the polynomial P(x) - p has infinitely many roots over the field R (the real numbers), a…

So my hypothesis was partially correct, but I forgot that the trendline will be a negative polynomial, because people can’t hear high frequency and low frequency tones, we can only hear the tones in a range which is about 500 hz - 16000 hz, anything above or below that we can’t hear. I think the validity of our method is reliable, it will work very…