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comprehensible

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comprehensible
comprehensible, a. (kɒmprɪˈhɛnsɪb(ə)l) [ad. L. comprehensibil-em, f. comprehens- ppl. stem of comprehend-ĕre: see comprehend and -ble. Cf. mod.F. compréhensible (earlier comprehensable).] Capable of being comprehended. 1. That may be comprised or contained.1529 More Heresyes i. Wks. 121/2 He is not ... Oxford English Dictionary
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Comprehensible output
One theory of language acquisition is the comprehensible output hypothesis. "Given the consistent evidence for comprehensible input, and the failure of other means of developing language competence, providing more comprehensible wikipedia.org
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comprehensible
comprehensible/ˌkɔmprɪˈhensəbl; ˌkɑmprɪ`hɛnsəbl/ adj~ (to sb) that can be understood fully 能充分理解的 a book that is comprehensible only to specialists 只有专家才看得懂的书. 牛津英汉双解词典
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Write and Discuss demo for language… - The Comprehensible Classroom
The first step in Write and Discuss is sharing content. In this demo, one of my kids read a book to the rest of us. Sharing content could also look like: listening to a song or a podcast. reading a book or a chapter from a book. having a conversation or a discussion...or a debate! listening to a story (possibly told by the teacher or a ...
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Meaning of 生じてきたことを喜ぶことのできる心の余裕を持ちたい From (): > **** I am struggling with the last sentence of the attached text. The last line is where it gets really difficult for me, the . I tried to translate this sentence, ...
I think the expression is done in a roundabout way (if not in gibberish.) I am convinced it should have been written in plain Japanese. That said, I would translate ( ) --- as It is desirable that parents should take it easy and congratulate that their child has grown to show aspiration. I know this...
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single valued analytic branch of multivalued function Consider $f(z)=\sqrt{z\sin z}$. Can $f(z)$ be defined near the origin as a single valued analytic function? How do we choose the branch cut. The answer is here <...
Write $z \sin z = z^2 g(z)$, where $g(z) = \frac{\sin(z)}{z}$. Since $g$ has a removable singularity at $0$ by defining $g(0) = 1$, we can define a single valued square root of $g(z)$ in a neighborhood of $0$. Thus we get $f(z) = z \,\sqrt{g(z)}$.
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Torus translation is ergodic if and only if the components of the translation vector are rationally independent. I'm reading Ergodic Theory and Differential Dynamics by Ricardo Mane. There is a theorem in the book tha...
Actually this is not quite right: you need to exclude $k = 0$. If $(k,x) \in \mathbb Z$ and $k \ne 0$, then $f(t) = \exp\left(2\pi i (k, t)\right)$ is invariant under $L_{\pi(x)}$ and is not a.e. constant. Conversely, if $f \in L^1(\mathbb T^n)$ is invariant under $T_{\pi(x)}$, look at the Fourier t...
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Comprehensible Input Chinese - LingQ Language Library
菜园子??? - Vegetable Garden - La Huerta (Comprehensible Input Chinese) Comprehensible Input Chinese 筷子? - Chopsticks - Los Palillos Chinos
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Jigsaw-style proofs of the Pythagorean theorem with non-square squares The two squares on the legs of a right triangle can be chopped up (or "dissected") into several pieces that can be reassembled jigsaw-style into a...
The following is a minimalist answer. Let $\triangle ABC$ be right-angled at $C$. Drop a perpendicular from $C$ to $P$ on $AB$. This divides $\triangle ABC$ into two similar right triangles which, without any cutting at all, can be reassembled (without any motion) to make the triangle on the hypoten...
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Simply Chinese - a new Comprehensible Input channel in Chinese
So, I decided to start my own channel with videos done in a similar fashion like Dreaming Spanish's "super beginner" and "beginner" videos. The goal is to create enough videos for people to watch and learn Chinese through comprehensible input. You just need to watch the videos and try to understand what I'm trying to tell you.
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Fibonacci numbers for $3 \leq n$ , proof by induction Let $P_{1}, P_{2}, P_{3}$ represent the _Fibonacci_ numbers. Show by induction that claim ($n$): $P_{n} \geq (\sqrt{2})^{n-1}$ for $n \geq 3$ Step $1$) is compre...
**HINT** As you suggested, you have $$ P_{n+1} = P_n + P_{n-1} \ge \left(\sqrt{2}\right)^{n-1} + \left(\sqrt{2}\right)^{n-2} \ge 2 \cdot \left(\sqrt{2}\right)^{n-2} $$ Can you finish this? **UPDATE** Note that this relies on Strong Induction (which is equivalent to regular induction but easier to pr...
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Expectation of a continuous random variable explained in terms of the CDF **Problem:** Let $F_X(x)$ be the CDF of a continuous random variable $X$. Show that: $$E[X]= \int_0^\infty(1-F_X(x)) \, dx -\int_{-\infty}^0F...
You can also see it by interchanging the order of integrals. We have \begin{eqnarray*} \int_{0}^{\infty}(1-F_{X}(x))dx=\int_{0}^{\infty}P(X>x)dx & = & \int_{0}^{\infty}\int_{x}^{\infty}dF_{X}(t)dx\\\ & = & \int_{0}^{\infty}\int_{0}^{t}dF_{X}(t)dx\\\ & = & \int_{0}^{\infty}t\;dF_{X}(t) \end{eqnarray*...
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Distance to the circumference of a circle from an inscribed point Originally my question is rooted in neutrino physics where neutrinos are produced at a height _h_ above the earth (which has radius _r_ ). Here one wou...
By cosine formula, we have $$L^2+r^2-2(L)(r)\cos(\pi-\phi)=(r+h)^2$$ Solving, we have $$L=-r\cos\phi+\sqrt{2rh+h^2+r^2\cos^2\phi}$$
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Find owner of a file I am looking for a way inside a bash script to return the owner of a file. I'm guessing that this is possible using "gawk" but I've honestly got no clue and there doesn't seem to be a comprehensib...
Use `stat` for that. In a GNU system: * To get the username of the owner: stat -c '%U' file.txt * To get the user ID (UID) of the owner: stat -c '%u' file.txt Assuming the file is `file.txt`. * * * For FreeBSD and Mac OS X _(thanks to @cas)_ : * For username: stat -f '%Su' file.txt * For UID: stat -...
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What does it mean > 400 (I'm not sue if that's correct spelling) . It's from the book TOBIRA. Can anyone help me break this sentence down to smaller, more comprehensible bits? Ok, so as far as my understanding goe...
You can break this sentence in two: > Sentence 1: 400 > > Sentence 2: You got the first sentence, so I'll skip the explanation for sentence 1. So, let's look at the very base part of the sentence 2. The base sentence is > ok, now, you want to add the reason why it's called "Shirasagi-jou". That woul...
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