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suffice
suffice, v. (səˈfaɪs) Forms: 4 suffische, 4–5 suffich; 4 sofise, 4–5 -ice, 4–6 suffyse, -yce, 4–7 suffise, 5 suffis, -icy, -ys(s, -es, sofyse, 5–6 suffyze, 5–7 -ize, 4– suffice. [f. OF. suffis-, pres. stem of suffire:—L. sufficĕre, f. suf- = sub- + facĕre to make, do.] 1. intr. To be enough, suffici...
Oxford English Dictionary
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Suffice (it) to say Definition & Meaning - Merriam-Webster
Oct 11, 2023The meaning of SUFFICE (IT) TO SAY is —used to say that one could give more information about something but that the statement that follows is enough. How to use suffice (it) to say in a sentence.
www.merriam-webster.com
suffice
suffice/səˈfaɪs; sə`faɪs/ v1 [I, Ipr, It, Tn no passive 不用於被动语态]~ (for sb/sth) (not in the continuous tenses 不用於进行时态) (fml 文) be enough (for sb/sth); be adequate 能满足（某人[某事物]）之需要的; 足够的 Will 10 suffice for the trip? 这趟行程10英镑够用吗? One warning sufficed to stop her doing it. 给她一次警告就足以制止她做那件事了. A light lun...
牛津英汉双解词典
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Suffice to Say or Suffice It to Say - Meaning & Examples - GRAMMARIST
Suffice it to say is a phrase most often used at the beginning of a sentence to mean (1) let us just say or (2) I shall just say. It is the subjunctive form of the phrase it suffices to say. Its use indicates that the information provided is obvious, enough, or that the explanation given is sufficient. Suffice it to say I provided as much ...
grammarist.com
Suffice Definition & Meaning - Merriam-Webster
to meet or satisfy a need : be sufficient —often used with an impersonal it; to be competent or capable; to be enough for… See the full definition Menu Toggle
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Give an example of a bijection from R to (0,1). A sketch graph that clearly indicates the key features of your example will suffice. Question: Give an example of a bijection from R to (0,1). A sketch graph that clear...
You can try the $\arctan$ function which takes $\mathbb{R}$ to $(-\pi/2, \pi/2)$ and shift it accordingly: $$\frac 1\pi \arctan(x) + \frac 12$$
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What Does 'Suffice It to Say' Mean? | Merriam-Webster
Theoretically, suffice it to say could be rephrased as it is sufficient to say, with the it serving in the same capacity as it might in "it is hard to imagine," a particle on which to hang the verb ( is) for the sake of introducing a condition. So it is not an object of suffice here, but rather an introductory particle in an inverted ...
www.merriam-webster.com
arg(-z) w.r.t arg(z)(Relation) We all know that -arg(z)=$arg(\overline{z})$ But what is the relation between arg(-z) and arg(z) ? Approach if z lies in I and II Quadrant then the relationship that suffice is arg(-z)=...
I appreciate that if one does a formal solution (such as the arctangent) for $\arg(z)$ and $\arg(-z)$ you'll get the results that you presented. However, when you get right down to it, there is no difference between $\pm\pi$. I mean exactly this: $$z=|z|e^{i(\theta+\pi)}=|z|e^{i(\theta-\pi)}$$ There...
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If a function is injective and continuously differentiable, then is it a bijection? If this isn't the case then I'd appreciate a counterexample, although for the time being a simple yes or no would suffice.
No. For instance, the function $f:(0,1)\to \mathbb{R}$ given by $f(x)=x$ is injective and continuously differentiable but not surjective. A bit less trivially, you can even have a counterexample $\mathbb{R}\to\mathbb{R}$, such as $f(x)=e^x$.
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Proof-method: Show that if $n$ is not prime then $\Bbb Z /n\Bbb Z$ is not a field The question pertains to the question in the title. That is, > Show that if $n$ is not prime then $\Bbb Z /n\Bbb Z$ is not a field. I...
A major reason why you cannot use this argument is that you seem to saying that because you know every finite field must have $p^{m}$ elements you get a contradiction. However how do you know that you don't need this result in order to prove that finite field must have $p^{m}$ elements. So does the ...
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Enough X - it is sufficient - Suffice it to... - WordReference Forums
Jan 16, 2023Yes, the idea of "enough" can be used in all these three cases. Besides, it can also serve as an adverb (please refer to #4 below). 1. As an adjective (very common) -- here I think you meant an "attributive adjective" (as opposed to a "predicative adjective") e.g. as you posted, "足夠的" in "我有足夠的麵包。.
forum.wordreference.com
PDF "Can the One Word 'Sorrow' Suffice?": An Analysis of Grief and Yearning ...
In two of Li Qingzhao's signature ci poems, "Sorrow of Separation" (《一剪梅·红藕香残玉簟秋》) and "Autumn Sorrow" (《声声慢·寻寻觅觅》), grief and yearning are explored through carefully crafted imagery of the external world, personal questions about loneliness, and ruminations about the
sino-platonic.org
哪一首现代诗成了你长久的精神食粮？
The earth, that is sufficient, I do not want the constellations any nearer, I know they are very well where they are, I know they suffice for those who
zhihu
www.zhihu.com
Proving that $\gcd(2,1+\sqrt{-5})=1$ in $\mathbb{Z}[\sqrt{-5}]$ Since they're both irreducible elements, does it suffice to show that they do not divide each other?
The ring $\mathbb{Z}[\sqrt{-5}]$ is the easiest example of a domain that lacks unique factorization. Anyway, if an element $a$ is irreducible and $b$ is a divisor of $a$, then, by definition of irreducible element, either $b$ is invertible or is associate to $a$. Hence, yes: it suffices to show they...
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Elements and arrows in an abelian category. Suppose to work in an abelian category $\mathcal{A}$, so in particular for every objects $A$ and $B$, we have that $Hom(A,B)$ is an abelian group - in particular a set. My q...
The formal answer is no, the objects of an abelian category need not be sets, nor do the morphisms need be functions. However, the Freyd-Mitechell embedding theorem says that an abelian category, and particularly a small one, is not far from being essentially a category of modules over some ring, wi...
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