Translation of "are integral to" to Japanese language:
Examples (External sources, not reviewed)
| Integral | 積分 |
| Integral step | 積分ステップ |
| Show integral | 積分を表示 |
| Integral step | 選択消しゴム |
| Anyway, integral from 0 to infinity. | これは uv で つまり uは １ sのe ーst です |
| Because the t's are involved in evaluating the boundaries, since we're doing our definite integral or improper integral. | tの定積分や広義積分をやっています それでは領域を評価します |
| Let's try to set up this integral. | 従来の方法で行います |
| So what's this integral going to look like? | この積分は 粒子がパスに沿って移動する際 力場による仕事の合計です |
| And when you do the integration by parts, this could be an indefinite integral, an improper integral, a definite integral, whatever. | 広義積分であるかどうかに関わらず 広義積分であるかどうかに関わらず 領域は 維持されます |
| And that's taking the integral. | だから このy軸で回転した体積は |
| This is equal to the integral from 0 to infinity. | 書き換えると |
| So if we take from zero to infinity, what I'm saying is taking this integral is equivalent to taking this integral. | この積分を取ると この積分を取るのは同じことです だから e ー sc f c デルタ関数 t c dtです |
| We actually never even have to evaluate this integral. | 前述のように この積分を再び元の問題だけです |
| Many believe Tactile experience is integral to a.i. development. | 人間との接触はAIの発達に 不可欠だと言われてる |
| The integral of 1 is y, the integral of y squared, well that's minus y to the third over 3. | ーy ３ ３です ここに何かが存在し得るのでcを書いて置きます |
| Set here the spatial integral step. | 彩度の値を設定します |
| Minus this integral evaluated at 0. | どうなりますか |
| That's what that double integral represents. | すべての小さなdAをまとめると |
| And what's the integral of this? | 複雑に見え |
| Now, since we want to apply this to an integral, maybe | これを置き換えて |
| So we have this integral of u prime v is going to be equal to this, uv minus the integral of uv prime. | uv uv' そして もちろん これは t の関数です |
| Well, the first integral I'm integrating with respect to x. | いいですか |
| And now I take the integral with respect to y. | すべてのこれらの四角形の y 方向を合計します |
| And this is equal to the integral over the region. | これは2ー ー3です |
| Let's now do another triple integral, and in this one I won't actually evaluate the triple integral. | 今回は 実際に三重積分を解きません そのかわり 三重積分を定義します |
| So anyway, let's take the anti derivative and evaluate this improper definite integral, or this improper integral. | 広義積分を 評価しましょう e ーst の dtに関する |
| And then that is equal to the integral from 0 to infinity. | e ー st を配布します |
| And then from that, we're going to have to subtract the integral. | この積分を減算します 境界を忘れないようにしましょう |
| That this integral is equal to the double integral over the region this would be the region under question in this example. | これが 問題となる域です これが 問題となる域です この域での Q xー P yで |
| So the integration by parts just tells us that the integral of uv prime is equal to uv minus the integral of | uv の積分は uv ーu'v の積分です |
| The integral of u prime times v. | uv uv'に相当します |
| And this is a definite integral, right? | この項を評価します |
| And that's where the integral comes in. | 線積分を行います |
| So what's the integral of this thing? | 負の無限から正の無限の積分を取ると |
| That's the intuition behind the definite integral. | 定積分です |
| Let's just worry about the indefinite integral. | そして yを解決した後 |
| So how do we evaluate this integral? | さて 最初の積分は xに関して積分しています |
| I'll just use that old integral sign. | t がcから無限までの積分を取ることができます |
| What happens if I take the integral? | ここに積分記号を書くことができます |
| Let me write a nicer integral sign. | ーの無限から の無限の積分を取った場合 |
| Well, now we have another hairy integral we need to solve. | 積分を解く必要があります これでもう一つの部分積分が |
| So what is our integral going to become with this substitution? | この積分はどうなるでしょう 積分で これは tが０から |
| So what's the integral of this expression with respect to y? | 見てみましょう |
| I'm going to tell you what the integral of this is. | これは 関数の定義の一部です |
| This is going to be equal to the double integral over the region. | これら二つを交換し P yー Q x dAに |
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