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    Privacy˙Terms˙
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    arithmetic

    US /əˈrɪθmɪtɪk/

    ・

    UK /əˈrɪθmətɪk/

    B2
    n. (u.)Uncountable NounMath of adding, subtracting, dividing, multiplying
    She asked the students to show her the arithmetic of the answer

    Video subtitles

    Watch Jim Lehrer Moderate First Full Presidential Debate

    31:01Watch Jim Lehrer Moderate First Full Presidential Debate
    • It's -- it's math. It's arithmetic.

      It's -- it's math. It's arithmetic.

    • It's arithmetic.

      It's arithmetic.

    B1

    Anne-Marie Imafidon: The former child genius reshaping the world of tech | BBC Ideas

    14:40Anne-Marie Imafidon: The former child genius reshaping the world of tech | BBC Ideas
    • And it used to be reading, writing and arithmetic, and now it's reading, writing, arithmetic and re-digital.

      And it used to be reading, writing and arithmetic, and now it's reading, writing, arithmetic and re-digital.

    • And it's used to be reading, writing, and arithmetic, and now it's reading, writing, arithmetic, and redigital.

      And it's used to be reading, writing, and arithmetic, and now it's reading, writing, arithmetic, and redigital.

    A2

    Euler's formula with introductory group theory

    24:28Euler's formula with introductory group theory
    • And in general, with any group, any collection of these sorts of symmetric actions, there's a kind of arithmetic where you can always take two actions and add them together to get a third one by applying one after the other.

      And in general, with any group, any collection of these sorts of symmetric actions, there's a kind of arithmetic where you can always take two actions and add them together to get a third one by applying one after the other.

    • And in general, with any group, any collection of these sorts of symmetric actions, there's a kind of arithmetic, where you can always take two actions and add them together to get a third one, by applying one after the other.

      And in general, with any group, any collection of these sorts of symmetric actions, there's a kind of arithmetic, where you can always take two actions and add them together to get a third one, by applying one after the other.

    B1

    数学者だけど「幾何学」について質問ある?| Tech Support | WIRED Japan

    17:54数学者だけど「幾何学」について質問ある?| Tech Support | WIRED Japan
    • Both the one-holers and two-holers are right in a way as long as they're willing to learn about the arithmetic of holes.

      Both the one-holers and two-holers are right in a way as long as they're willing to learn about the arithmetic of holes.

    • Both the one-holers and two-holers are right in a way as long as they're willing to learn about the arithmetic of holes.

      Both the one-holers and two-holers are right in a way as long as they're willing to learn about the arithmetic of holes.

    B1

    National Geographic - The Great Wall of China - Documentary

    44:59National Geographic - The Great Wall of China - Documentary
    • So in terms of very simple arithmetic productivity, we're talking about four persons per family, 4,500 people working for eight to ten weeks in the autumn of 1579 to build that.

      So in terms of very simple arithmetic productivity, we're talking about four persons per family, 4,500 people working for eight to ten weeks in the autumn of 1579 to build that.

    • So in terms of very simple arithmetic productivity, we're talking about four persons per family, 4,500 people working for eight to ten weeks in the autumn of 1579 to build that.

      So in terms of very simple arithmetic productivity, we're talking about four persons per family, 4,500 people working for eight to ten weeks in the autumn of 1579 to build that.

    B1

    Lesson 1: Practical Deep Learning for Coders

    38:46Lesson 1: Practical Deep Learning for Coders
    • And the reason is that deep learning uses single precision arithmetic.

      And the reason is that deep learning uses single precision arithmetic.

    • And the reason is that deep learning uses single precision arithmetic.

      And the reason is that deep learning uses single precision arithmetic.

    A2

    Podcast Outtake: Netflix vs. Skydance - The Battle for Warner Bros. Explained

    11:16Podcast Outtake: Netflix vs. Skydance - The Battle for Warner Bros. Explained
    • So my arithmetic says Netflix wanted to buy, uh, the rich catalog that Warner Bros.

      So my arithmetic says Netflix wanted to buy, uh, the rich catalog that Warner Bros.

    • So my arithmetic says Netflix wanted to buy the rich catalog that Warner Brothers brings to give them something that sure, even if AI can create new, derivative or transformative, and

      So my arithmetic says Netflix wanted to buy the rich catalog that Warner Brothers brings to give them something that sure, even if AI can create new, derivative or transformative, and

    B1

    Can Our Partners Change?

    05:45Can Our Partners Change?
    • We need them to be softer and more focused. These are the signs that we need from them and upon which everything else hangs, the survival of a relationship or a marriage, where children go to school, who owns a house, what's in a will. The pain and strangeness is deepened because they don't say a flat-out no. They insist, repeatedly, that they do love us. At points, they appear to listen to us. They don't want the connection to unravel either. The things we're trying to get them to do have an elemental simplicity, a few more words here and there, not those annoying behaviours, some more gestures at key moments. You'd think this was entirely obvious. So many people, we included, have absolutely no problem with such matters. They come to us as readily as to some does the gift of mental arithmetic or a facility with language. We suffer because we can't, unlike in other areas of endeavour, see or grasp the effort required to change psychologically.

      We need them to be softer and more focused. These are the signs that we need from them and upon which everything else hangs, the survival of a relationship or a marriage, where children go to school, who owns a house, what's in a will. The pain and strangeness is deepened because they don't say a flat-out no. They insist, repeatedly, that they do love us. At points, they appear to listen to us. They don't want the connection to unravel either. The things we're trying to get them to do have an elemental simplicity, a few more words here and there, not those annoying behaviours, some more gestures at key moments. You'd think this was entirely obvious. So many people, we included, have absolutely no problem with such matters. They come to us as readily as to some does the gift of mental arithmetic or a facility with language. We suffer because we can't, unlike in other areas of endeavour, see or grasp the effort required to change psychologically.

    • They come to us as readily as to some does the gift of mental arithmetic or a facility with language.

      They come to us as readily as to some does the gift of mental arithmetic or a facility with language.

    B1

    Computational Thinking - Computer Science for Business Leaders 2016

    21:52Computational Thinking - Computer Science for Business Leaders 2016
    • So it's getting a little tedious now doing the arithmetic again and again,

      So it's getting a little tedious now doing the arithmetic again and again,

    • So it's getting a little tedious now doing the arithmetic again and again.

      So it's getting a little tedious now doing the arithmetic again and again.

    B1

    Week 5

    49:14Week 5
    • Because what's happened this time, if I slightly undo that last step, what's happened is when I call malloc, I essentially get a chunk of memory that is the same size as the original because that's the arithmetic I did.

      Because what's happened this time, if I slightly undo that last step, what's happened is when I call malloc, I essentially get a chunk of memory that is the same size as the original because that's the arithmetic I did.

    • Because what's happened this time, if I slightly undo that last step, what's happened is when I call malloc, I essentially get a chunk of memory that is the same size as the original because that's the arithmetic I did.

      Because what's happened this time, if I slightly undo that last step, what's happened is when I call malloc, I essentially get a chunk of memory that is the same size as the original because that's the arithmetic I did.

    B1