Find answers to your questions about Mathematics or help others by answering their Mathematics questions.
Given the x, y, z coordinates of three points P1, P2, P3 with the angle between them being $angle$P1P2P3, how do you find a point, say at a distance...
Asked on 12/20/2020 by user2561523
4 answerI'm not sure if this should be in math or physics so I'm asking in both. Given a laser beam in closed reflective surface where point $(x,y)$ is the...
Asked on 12/20/2020 by Akash Jain
2 answerthis is the link to the triangle that is connected to the question.What is the value x?...
Asked on 12/20/2020 by Liz
1 answer$V=$ $M_{2 times 2}(mathbb{R})$ y $Tleft(left[begin{array}{ll}a & b \ c & dend{array}right]right)=left[begin{array}{ll}d & b \ c & aend{array}right]$ I think the matrix associated to T is ...
Asked on 12/20/2020
2 answerProve that for any transformation $T:Vrightarrow V$ , there exist a m and $a_0$,$a_1$,....,$a_m$ not all zero such that $a_0I+a_1T+dots+a_mT^m=0$. Honestly, I don't understand this...
Asked on 12/20/2020 by Sunit das
1 answerI'm having a good amount of trouble evaluating this: $$intlimits^{infty}_0frac{tan^{-1}(t)dt}{(1+t)^{n+1}}, n>0$$Here are some methods I've tried:$$intlimits^{infty}_0frac{tan^{-1}(t)dt}{(1+t)^{n+1}}=frac1nintlimits^{infty}_0frac{dt}{(1+t^2)(1+t)^{n}}$$using integration by parts. I then tried more integration by...
Asked on 12/20/2020 by Chunky Norris
3 answerPlace any number of parentheses into this expression to get the number $256/63$ $$1div2div3div4div5div6div7div8div9div10$$ I was able to get $63/256$, but I don't know how I would...
Asked on 12/20/2020 by user842445
2 answerLet $Bbb Z_2$ be the ring of $2$-adic integers. I want to show $Bbb Z_2^2/2Bbb Z_2^2 cong (Bbb Z_2/2Bbb Z_2)^2$. My approach: I think the Chinese Remainder...
Asked on 12/20/2020 by Masmath
0 answer$$frac1{x} = 4$$If multiplied by $x$ both sides,$$1 = 4x$$Then it looks like linear equation in one variable. But is such multiplication by variable...
Asked on 12/20/2020 by Ispring Quiz
1 answerLet G be a finite group whose order is not divisible by 3. Suppose that $(ab)^3 = a^3b^3$for all a, b in G. Prove G must be abelian....
Asked on 12/19/2020 by latus_rectum
1 answerGet help from others!
Recent Questions
Recent Answers
© 2024 TransWikia.com. All rights reserved. Sites we Love: PCI Database, UKBizDB, Menu Kuliner, Sharing RPP