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long-winded
long-winded, a. 1. Capable of continuing in action for a long time without being out of breath; long-breathed.1596 Shakes. 1 Hen. IV, iii. iii. 181 One poore peny-worth of Sugar-candie to make thee long-winded. 1608 Day Humour out of breath iv. G, Pa. Are you in breath my Lord? Hort. As a bruers hor...
Oxford English Dictionary
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A Long-Winded Story | These Guy
A Long-Winded Story by These Guy, released 06 August 2021 1. Everyone In The Universe 2. Idle Hands 3. Night Watch 4. What Happens Now 5. Expert Manoeuvring 6. A Storm 7. Sunrise Man 8. Breezemeister 9. Another Storm 10. On To Better Things 11. Lifevibes, Pt. II 12. The Universe In Everyone Magnetic Dreams, August 6, 2021 Watch the accompanying Long-Winded Short Film that sees These Guy go ...
theseguy.bandcamp.com
long-winded
long-windedlong-winded speech or writing continues for too long in a way that is boring. She launched into a long-winded explanation of how she'd found the books and I'm afraid I didn't really listen.
Cambridge English Idioms Dictionary
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Slack taps AI to summarize your long-winded co-workers
4 days ago — Slack announced on Wednesday a number of new AI-powered features, including the ability to get summaries of threads and recaps of what's ...
www.axios.com
long-winded
long-windedadj talking or writing at tedious length 喋喋不休的; 罗嗦的 a ,long-winded `speaker, `speech, `style 说话罗嗦的人、 冗长的讲话、 烦冗的风格.
牛津英汉双解词典
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Use of のってある in this sentence context: A person complaining about some raunchy conduct > Even between girls, there should be some display of shame, right? (?) Not Sure how to parse the long winded "" section, asid...
You sound as if were an independent phrase, but that is a nominalizer. = "something like that" here functions as an informal topic marker. Thus, {} means (there is/exists) something like a sense of shame. > "Even among girls, there certainly exists a sense of shame or something along that line, righ...
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Mathematical solution for $\sin 3\alpha = 2\sin\alpha$ where $\alpha$ is acute I derived the following trigonometrical equation from a real triangle, knowing that the angle $\alpha$ is an acute one: $\sin 3\alpha = 2...
$$\sin 3\alpha = 2\sin\alpha$$ \begin{align} \sin(3\alpha) &= \sin(2\alpha + \alpha) \\\ &= \sin(2\alpha) \cos \alpha + \cos(2 \alpha) \sin \alpha \\\ &= (2 \sin \alpha \cos \alpha) \cos \alpha \+ (\cos^2 \alpha -\sin^2 \alpha) \sin \alpha \\\ &= 2\sin \alpha \cos^2\alpha + \cos^2\alpha \sin \alpha ...
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絮絮叨叨 : long-winded, ga... : xù xu dāo dāo | Definition | Mandarin ...
絮絮叨叨 definition at Chinese.Yabla.com, a free online dictionary with English, Mandarin Chinese, Pinyin, Strokes & Audio. Look it up now!
chinese.yabla.com
calculating core in a quotient group Let $G$ be a finite group with $N\trianglelefteq G$ and $H\le G$. I would like to know if $core_{G/N}(HN)=core_G(H)N$. My 'proof' is that $core_{G/N}(HN)=\cap_{g\in G}NgHNNg^{-1}=...
$\newcommand{\Set}[1]{\left\\{ #1 \right\\}}$$\newcommand{\Span}[1]{\left\langle #1 \right\rangle}$$\newcommand{core}{\mathrm{core}}$I think the correct way of writing it is $\core_{G/N}(HN/N) = \core_{G}(H) N / N$. But it does not hold true anyway. Think of $G = S_{3}$, $N = \Span{(1 2 3)}$, $H = \...
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你见过最狠的SCI评论是什么?
Unless I have completely missed something, the level of advance in this work is insufficient at this stage for XXXX.Comment 2:In sum, the above is a long-winded
zhihu
www.zhihu.com
Is there some compact notation for saying "all the elements of a set"? Is there some compact notation for saying "all the elements of a set"? Just trying to save time and be concise really when: $\forall x\in S:P(x)...
Sometimes people define $P(S)$ to mean $\forall x\in S, P(x)$. If you explicitly define it this way, then you can use it this way.
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Right-angled triangles on a graph My question today is whether or not a concise formula has been discovered for the coordinates along the hypotenuse of a right-angled triangle when plotted on a graph. I have been wor...
The formula is well known and can be written in many ways. The hypotenuse is a segment of a line through the corners. The corners you describe are $(0,a),(b,0)$. A formula for a line through these points is $x \mapsto (1- { x \over b}) a $ (which is the same as the formula you have written above).
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Is there a quicker way of doing this integral? I have an integral $\int_0^\infty {x^2\over 1+x^4} dx$. I gave it a go and it turned out quite messy, so I consulted Wolfram Alpha but the steps given there seem rather l...
As SauravTomar pointed out $$ \int\limits_{0}^\infty\frac{x^2}{x^4+1}dx=\int\limits_{0}^\infty\frac{1}{x^4+1}dx $$ so $$ \int\limits_{0}^\infty\frac{x^2}{x^4+1}dx= \frac{1}{2}\int\limits_{0}^\infty\frac{x^2+1}{x^4+1}dx= \frac{1}{2}\int\limits_{0}^\infty\frac{1+\frac{1}{x^2}}{x^2+\frac{1}{x^2}}dx $$ ...
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Rewriting 4^(n) as a^(n-1) How can I rewrite $4^n$ as $a^{n-1}$? Where $a$ is known? I thought about solving with logarithms but that seems long-winded for something so simple... I think I am just too tired right now...
We write $$4^n=a^{n-1}\implies 4\times 4^{n-1}=a^{n-1}\implies 4=\left(\frac a4 \right)^{n-1}\implies \frac a4=\sqrt[{n-1}]4\implies a= 4\times \sqrt[{n-1}]4$$
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Finite double sum: Improve index transformation In order to prove a rather complicated binomial identity a small part of it implies a transformation of a double sum. > The double sum and its transformation have the f...
Perhaps the simplest argument is geometric. A sketch makes it evident that if $c\le\ell$, the lefthand side is the number of points of $\Bbb N\times\Bbb N$ lying in the convex hull of the points $\langle 0,1\rangle$, $\langle 0,c\rangle$, $\langle 1,1\rangle$, $\langle \ell-c,\ell\rangle$, and $\lan...
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