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versed
▪ I. versed, a. (vɜːst) [f. mod.L. vers-us (sc. sinus), pa. pple. of L. vertĕre to turn.] 1. versed sine. a. Trig. Originally, the segment of the diameter intercepted between the foot of the sine and the extremity of the arc; in mod. use, the ratio of this line to the radius, or (equivalently, as a ... Oxford English Dictionary
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Versed (poetry collection)
Versed is a book of poetry written by Rae Armantrout and published by Wesleyan University Press in 2009 (see 2009 in poetry). References External links Versed from Wesleyan University Press Author/Poet Rae Armantrout 10/17/09 from YouTube, reading from Versed at Litquake PubCrawl wikipedia.org
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The Evolution Of The Computer Mouse - The Versed
Introducing the Logitech Mouseman that was the first cordless mouse to use radio-frequency (RF) technology, the same as your wireless xbox controller. Genius EasyScroll 1995. Produced by Mouse Systems and invented by Eric Michelman, this was the first mouse to incorporate the scroll wheel and vastly improved the user experience as a result.
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versed
versed/vɜ:st; vəst/ adj [pred 作表语]~ in sth knowledgeable about or skilled in sth 精通某事物; 对某事物熟练 well versed in mathematics, the arts, etc 精通数学、 文科等 well versed in the ways of journalists 熟悉新闻工作. 牛津英汉双解词典
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Flying With a Vape: A Guide to Traveling With Vape Gear - Versed Vaper
Apr 18, 2022No, you cannot vape on an airplane. There is absolutely no airline that allows the use of vapes and e-cigarettes. In fact, you can be subject to some hefty fines for vaping on a plane, ranging from $2 to $4,000. And just in-case it needs to be said: don't try to outsmart the security systems.
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Buy Term Paper Online from the Most Reliable, Well-Versed Experts
Buy term paper online. Market-dominating term papers with the quickest turnaround. Get your A+ term paper today starting at just $11.7/page. Buying term paper online has never been easier. Buy your paper now. Trusted by 1,5M+ happy customers. 4.7.
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The Need of Being Versed in Country Things
The Need of Being Versed in Country Things is a short poem by Robert Frost. It was published in 1923 in his New Hampshire poetry collection. with the narrator talking about how despite all the destruction around him, the birds are still happy to have a place to nest, but "One would have to be versed wikipedia.org
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Rearrange equation of motion for time One of the "SUVAT" equations of motions is: $$s=ut+\frac{1}{2}at^2$$ Which relates distance, $s$, in meters, to initial velocity, $u$, in $\dfrac{m}{s}$, time elapsed, $t$, in sec...
If we write the equation in the form $$\frac{1}{2}at^2+ut-s=0$$ and assuming $a\ne 0$ using the quadratic formula $$x=\frac{-B\pm\sqrt{B^2-4AC}}{2A}$$ where `A`, `B` and `C` relate to $$Ax^2+Bx+C=0$$ we get $$A=\frac{1}{2}a$$ $$B=u$$ $$C=-s$$ $$t_{1,2}=\frac{-u\pm\sqrt{u^2+2as}}{a}$$
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Finite series that gives Beta function at integers Playing around with Mathematica I have found that $$ \sum_{k=0}^n \binom{n}{k} \frac{(-1)^{n+k}}{2n+1-k} = \beta(n+1,n+1), $$ where $\beta(x,y)$ is the Beta function....
$$\begin{eqnarray*}\sum_{k=0}^{n}\binom{n}{k}\frac{(-1)^{n+k}}{2n+1-k} &=& \sum_{k=0}^{n}\binom{n}{k}(-1)^{n+k}\int_{0}^{1} x^{2n-k}\,dx\\\\[0.2cm]&=&\int_{0}^{1}(-1)^n x^n\sum_{k=0}^{n}\binom{n}{k}(-1)^k x^{n-k}\,dx\\\\[0.2cm] &=& \int_{0}^{1}(-1)^n x^n (x-1)^n\,dx\\\\[0.2cm]&=&\int_{0}^{1}x^n (1-x...
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Using data from Hooke's law to model a force vector associated with displacement I have this practice exam question, I know the answer to it, but I'm not sure why the answer is what it is. I went to my school's tutori...
It is just a question of identifying what are $y_i$ and $u_i$. The force $y_i$ is proportional to the applied mass (3rd column in the table). The displacement $u_i$ is the amount the spring is extended **from the equilibrium position**. The equilibrium position is when the force (mass) is $0$. That ...
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Partial derivative of a non-defined function. (These are two different questions, not the same one) ![enter image description here]( Please forgive me, I'm not well-versed in using the symbols yet.
Hints: For the first one, $z_u = z_xx_u + z_yy_u = z_xe^u - z_ye^{-u}$ $z_v = -z_xe^{-v}-z_ye^v$ Now perform $z_u-z_v$ * * * For the second one, $$u=u\bigg(\frac 1x-\frac 1y,\frac1x - \frac1z\bigg)$$ Let $p = \frac 1x-\frac 1y,q=\frac1x - \frac1z$ $u_x = u_pp_x + u_qq_x$ $u_y = u_pp_y+u_qq_y$ $u_z =...
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Vercosine Intuition What geometrically is $1+\cos (x)$, and why name it versed cosine? < has some definitions of some other related unusual trig functions. Also, can I just make combinations of these? For instance, ...
Wikipedia gives a good explanation in this post. Usually the versine (vertical sine) and its counterparts were used in aid to sailing, and also to approximate small angles with tables. The graphs you are looking for are towards the bottom of the page, but the graph for $1+\cos \theta$ is the cosine ...
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为什么在紧急情况病人濒危的时候总要叫病人不要睡？
没有的事情，我们icu护士最牛逼的一句话就是 “You will sleep; or I will put you to sleep” 濒危的病人大部分时间都是插着管的，而插管在病人尚未稳定时、除非有强禁忌症，很多都会被赠送propofol, versed, fentanyl 套餐。 Versed （速眠安）- 镇定剂，主要目的为了消除麻醉状态下的病人的恐惧和不安（麻醉的人仍然可以体验到恐惧和疼痛，虽然他们不能起来告诉你）。有时也会被用来防止癫痫。 zhihu
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Approximating $e^x$ with a polynomial of degree $n$ Would the cubic equation that is the best approximation for $e^x$ just be the first 4 terms of its Taylor Series expansion? $$1 + x + \frac{x^2}{2!} + \frac{x^3}{3!}...
How close a function is to another definitely depends on how you define that notion. The $n$-th Taylor polynomial $T_n$ of $f$ at $x_0$ is the best approximation of $f$ among all degree $n$ polynomials, precisely in the sense that this is a unique polynomial satisfying $$f(x) = T_n(x) + \mathcal{O}(...
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Proving fixed points of a continuous function **Prove that every continuous function $f:[0,1] \rightarrow [0,1]$ has a fixed point.** What does the statement $f:[0,1] \rightarrow [0,1]$ mean? I have never studied fun...
It means that the **domain** of the function is $[0,1]$ and that the **codomain** of the function is $[0,1]$. An example of such a function would be $x^2$, for example, or maybe $\sin(x)$ or an infinitely many other functions. To solve your problem, here's a couple guidelines: Take a look at the fun...
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