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I stumbled upon this from playing around and it seems to be true but I don't know how to approach it....
Asked on 10/15/2020
2 answer$a,bin mathbb{Z}$ Factors of $a$: $a_1,a_2,...,a_n$. Factors of $b$: $b_1,b_2,...,b_m$Prove that if $frac{a}{b}$ is irreducible, then$frac{a_ia_j}{b_kb_l}$ is irreducible for all ...
Asked on 10/15/2020 by Simplex1
3 answerI'm preparing for an exam and found this problem: Let $X$ be obtained from $S^2times S^2$ by identifying $S^2times {p}$ to a point, then what is ...
Asked on 10/15/2020 by user830531
1 answerSuppose we have two convex sets $A,B$. It is straightforward to show the sum $A+B = {a+b:a in A,bin B}$ is convex. For take any $c=a+b$ and...
Asked on 10/14/2020 by Daron
1 answerIf all the values of x and y given by$$ax^{2}+2hxy+by^{2}=1, a'x^{2}+2h'xy+b'y^2=1$$(where $a, h, b, a', h', b'$ are rational) are rational, then$$...
Asked on 10/14/2020 by SAUL ROJAS
0 answerLet $alpha=(alpha_n)_{nge0}$ be a sequence of real numbers. Let $C(alpha)=(beta_n)_{nge0}$ where$$beta_n=frac{1}{n+1}sum_{k=0}^{n}alpha_k$$Finally let $C^n=Ccirc C^{n-1}$ with $C^0=text{Id}$ be functions from the set of real...
Asked on 10/14/2020 by Oddly asymmetric
0 answerI was finding the derivative of the function: $y = 1/x$. I did the followed steps: begin{align*}frac{frac{1}{x+dx} - frac{1}{x}}{dx} &=left(frac{1}{x+dx} - frac{1}{x} right) frac{1}{dx} \&= frac{1}{x...
Asked on 10/13/2020 by Dhruv Agarwal
4 answerHow to determine the span of two vectors in $mathbb R^2$: $(4,2)$ and $(1, 3)$ Do I subtract them? I don't how I'd solve this. Thanks in...
Asked on 10/13/2020 by Doctor Reality
4 answerThe problem statement is as follows. Let $f:Bbb R to Bbb R$ be an infinitely differentiable function satisfying $f(0) = 0$ and $f(1) = 1$, and ...
Asked on 10/11/2020 by dfnu
0 answerI have a question that seems simple, but it has caused me some trouble when trying to prove it. Given a recurrence relation with non-negative integer coefficients,$$G_{n+1}...
Asked on 10/10/2020 by ThomasMart
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