factor out

US /ˈfæktɚ aʊt/

・

UK /ˈfæktə aut/

B2 中高級

phr. v.片語動詞分解因式

You can factor out a 2 from the expression 2x + 4 to get 2(x + 2).

phr. v.片語動詞排除

We need to factor out personal feelings when making a business decision.

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第0周，繼續 (Week 0, continued)

04:00

第0周，繼續 (Week 0, continued)

that's probably an opportunity to factor out
這可能是一個機會來分解出

冠狀病毒近距離的樣子 (What the coronavirus looks like up close)

05:13

冠狀病毒近距離的樣子 (What the coronavirus looks like up close)

I think when you can face your enemy, it takes a little bit of the fear factor out of it.
我想當你能面對你的敵人時，就會消除一點恐懼的因素。

恆定加速度的平均速度｜一維運動｜物理學｜可汗學院 (Average velocity for constant acceleration | One-dimensional motion | Physics | Khan Academy)

14:10

恆定加速度的平均速度｜一維運動｜物理學｜可汗學院 (Average velocity for constant acceleration | One-dimensional motion | Physics | Khan Academy)

Nikola Jokic 的得分爆發有助於他的 MVP 機會嗎？| NBA 體壇快報 (Has Nikola Jokic’s scoring surge helped his MVP chances? | The Jump)

05:43

Nikola Jokic 的得分爆發有助於他的 MVP 機會嗎？| NBA 體壇快報 (Has Nikola Jokic’s scoring surge helped his MVP chances? | The Jump)

I mean, no definition, no speed and it continues to be major, major major factor out there on the offensive end and it's just it's fun to watch, though.
我的意思是，沒有定義，沒有速度，它繼續是主要的，主要的主要因素在那裡的進攻端，它只是它的樂趣，雖然觀看。

對吉安尼斯的 "恐慌模式 "評論的迴應｜《跳躍》雜誌 (Reacting to Giannis' 'panic mode' comments | The Jump)

04:58

對吉安尼斯的 "恐慌模式 "評論的迴應｜《跳躍》雜誌 (Reacting to Giannis' 'panic mode' comments | The Jump)

So I think when you factor out factor in both of those things, that's the problem with this team.
所以我覺得當你把這兩方面的因素都考慮進去的時候，這就是這支球隊的問題。

小李子驚人洗腦術同事都給跪了！ (小李子惊人洗脑术同事都给跪了！)

01:50

小李子驚人洗腦術同事都給跪了！ (小李子惊人洗脑术同事都给跪了！)

And in the case of Aerotine, based on every technical factor out there, John, we are looking at a grand slam home run.Okay, let's do it.
就愛洛汀而言，根據所有的技術因素，約翰，我們正在尋找一個大滿貫全壘打。

為什麼現在擁有汽車變得如此昂貴？！ (Why Car Ownership Is Getting So Expensive | CNBC Marathon)

44:14

為什麼現在擁有汽車變得如此昂貴？！ (Why Car Ownership Is Getting So Expensive | CNBC Marathon)

It's the most important factor out there in the in the marketplace for people.
這是市場上對人們最重要的因素。

按部件整合 (Integration By Parts)

32:52

按部件整合 (Integration By Parts)

Now if we want to, we can factor out e to the x.
現在，如果我們願意，可以將 e 因式分解為 x。
We can also factor out e to the x.
我們還可以將 e 因式分解為 x。

圓偏振光解析 (Circularly Polarized Light Explained)

10:50

圓偏振光解析 (Circularly Polarized Light Explained)

And now the really clever part, you might notice we can just take this out of our wave, so we can factor this out front, and we'll have E-naught e to the j pi over two times our traveling wave that we had before, omega t minus kz, and this remembers the part that we're not interested in, so at least not after this point, at least not after this point, because we know that it's a traveling wave, we know that it's traveling in the Z direction, we only care about the components, so if we just write down the X and the Y components into our lazy man's vector, which is almost a Jones vector, it's just E-naught X plus E-naught e to the j pi over two Y, now we could write this in column vector form, and factor out the E-naught, and in that case we'll just have one, and e to the j pi over two, which is the imaginary number I, and so for the Jones vector, we just drop the amplitude, and we normalize the vector, so you need to divide by the square root of two, and this is our Jones vector for right-hand polarized light, and this contains all the information that we had before, but it's super, super simple, so rather than writing down this plus this, we just write down this super simple column vector, and this will actually allow us to do some really cool things, now I should make one note on conventions, so I've been using the convention that a traveling wave is represented as e to the j omega t minus kz, there's some people that do e to the j kz minus omega t, and in this case right-hand polarized light would be one minus I, there are also different conventions on whether this is right-hand polarized, or left-hand polarized, and the convention that I follow, and what seems to be the most common one, is the handedness convention, so stick your right hand out, curve your fingers, if your fingers follow the path of the light, then the light is right-hand polarized, if it follows the path of your left hand, it's left-hand polarized, so if instead we had shifted the wave, instead of shifting the y polarized wave in this direction, we could have also shifted it in this direction, and that would have given us left-hand polarized light, which the Jones vector, we could just represent as one minus I, and so these are two circularly polarized forms of light, and they correspond to helices, that are either right or left-handed, and are propagating along the z direction, but you might wonder, what if we hadn't shifted by a perfect lambda over four, what if we had shifted by a little bit less, or a little bit more, and that's a perfectly reasonable question, and we'll answer that in the next video, on elliptically polarized light, and you'll get the same exact thing, if you instead had different amplitudes, in front of this x and y, but we'll go over that in the future video, so I hope you enjoyed this one, if you did please give it a like down below, and subscribe to my channel, also if you have any questions or comments, please feel free to post those down below, and I'll try to get back to you as soon as I can, and thanks for watching, I'll see you next time.
現在是真正聰明的部分，你可能會注意到我們可以把這個從我們的波中拿出來所以我們可以把這個因式分解我們就會得到 E-naught e 到 j pi 超過我們之前的行波的兩倍 Omega t 減去 kz 記住我們不感興趣的部分我們只關心分量，所以如果我們把 X 分量和 Y 分量寫入我們的懶人矢量，這幾乎是一個瓊斯矢量，它就是 E-naught X 加上 E-naught e to the j pi over two Y，現在我們可以把它寫成列矢量形式，然後把 E-naught 因子除去，這樣我們就只有一個

代數基礎知識。代數基礎知識： (Algebra Basics: The Distributive Property - Math Antics)

11:54

代數基礎知識。代數基礎知識： (Algebra Basics: The Distributive Property - Math Antics)