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If $alpha$ and $beta$ are two roots of the equation $x^2-4x+5=0$, find $$(alpha^3 - 4alpha^2 + 6alpha + 2)(beta^3 - 4beta^2 + 6beta + 2)$$ using...
Asked on 11/16/2021
1 answerI have a binomial $CNTsimmathcal{B}(n,p)$, and a poisson $Psim mathcal{P}(lambda)$. Now I'm looking at $CNT$ conditional on $P$: What’s the expected value, $E(B|P)$? What...
Asked on 11/16/2021 by linhares
0 answerThis is cross-posted and answered on MO here. Let $(X,d)$ be a metric space. Say that $x_nin X$ is a P-sequence if $lim_{nrightarrowinfty}d(x_n,y)$ converges for every...
Asked on 11/16/2021 by Nikhil Sahoo
2 answerI have a series of change of variables to go from the Diophantine equation $x^4 + y^4 = z^2$ to the elliptic curve $y^2 = x^3 - 4x$...
Asked on 11/16/2021 by Andrew Li
1 answerHelloo...Im kinda dumb in Discrete Mathematics since I just started studying it currently and I'm trying to figure out studying material to get remainders from operations like $11^{14^{4578369}}pmod...
Asked on 11/16/2021 by Rubenszinho
0 answerGiven an $mtimes n$ matrix $mathbf{A}$ $(mgneqq n)$, I'm trying to efficiently find all $ntimes n$ invertible submatrices using a computer. Equivalently, I'm trying to find...
Asked on 11/16/2021 by user326210
1 answerDefinition: A subset $B$ of the TVS $E$ is said to be bounded if to every neighborhood of zero $U$ in $E$ there is a number...
Asked on 11/16/2021
2 answerAddition $+$ is a closure operation for set of integers ($mathbb{Z}$) The identity element for set of integers is $0$Definition of group:Each group is a set...
Asked on 11/16/2021
4 answerI am a student and I want to enhance my problem-solving abilities of maths-problems. I am Italian and I try to resolve the national problems (of course of my country)...
Asked on 11/16/2021
0 answerConsider $n$ IID random variables $X_1, ldots, X_n sim U(0,1)$. What is the probability that $max(X_1, ldots, X_n) - min(X_1, ldots, X_n) leq 0.5$. Denote $Z_1,...
Asked on 11/16/2021
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