The voice of Shaun King, a Black activist.
Hate crimes, violence, and harassment against Asian-Americans have dramatically skyrocketed in this country over the past year. This is not fake news. This is not a conspiracy theory. This is not propaganda. This is not Asian-Americans trying to steal the spotlight from African Americans. It’s math. And it matters. Let me explain why.
“Injustice anywhere is a threat to justice everywhere.” --Dr. Martin Luther King, Jr.
I have tried to live by those words from Dr. King for the past 25 years. And I actually believe them. It’s really easy to think that what happens to one group of people that you aren’t a part of has NOTHING to do with you and won’t affect or impact you in any way at all, but that’s just not how this country works. Injustice against one group of people absolutely impacts justice for all of us.
Now, as a principle, I try to fight back against the mistreatment of people whether I think it impacts my world or not, but what I want to teach you today is that being permissive or dismissive of the mistreatment of people will ALWAYS make us all less safe. These words from Martin Niemöller come to mind…
"First they came for the socialists, and I did not speak out—because I was not a socialist.
Then they came for the trade unionists, and I did not speak out— because I was not a trade unionist.
Then they came for the Jews, and I did not speak out—because I was not a Jew.
Then they came for me—and there was no one left to speak for me."
When we allow one group of people to be spit on, called racist names, punched, slapped, pushed, and mauled - it lowers the bar of what’s acceptable in this country for all people - period. If you are OK with Asian American children or senior citizens being spit on and called “China virus” then just understand that it’s only a matter of time until that ugliness spreads to children and senior citizens that you know and love. We have to reject all of it. We have to fight back against all of it. We have to take all of it personally.
I posted about this on Instagram and Facebook earlier this morning - and I want to address a few recurring themes that I saw in the comments.
A lot of my Black followers said something to the effect of, “But when do they ever speak up or fight for us?”
Every day. I see Asian Americans fighting and advocating and speaking out for Black folk every single day. I see them marching. I see them posting about injustices against Black folk on social media. I see them in planning meetings. Everywhere - from coast to coast.
If you aren’t seeing what I’m seeing, this is because you likely aren’t following who I’m following and guess what? You see who and what you follow. You don’t see who and what you don’t follow. But I follow hundreds of Asian American activists and leaders because I have hundreds of Asian American friends - many are as close to me as family. But if you literally don’t have a single Asian American friend, it’s probably very much the case that you don’t see them speaking up for us - but that says more about you than it does to them.
A lot of my Black followers said something to the effect of, “But what about those horrible videos of Asian people mistreating Black people around the world.”
I’ve seen those videos. They are horrible. Do you know why? Some Asian people are horrible and bigoted. Do you know why? Because every ethnic group has people that are good, bad, ugly and everything in between. Period. I’ve also seen multiple videos of Black people horribly mistreating Asian people. Does that mean all Black people are bad? Of course it doesn’t. This world has BILLIONS of African and Asian people around the world. We can’t judge BILLIONS of people off of the actions of a few. And here’s the thing - I have consistently seen Asian-American people speak out against the injustices of Asians against Black people, but again, I see that, because of who I follow, know, and trust.
But let me be even more specific - if an Asian man in Kenya does something ugly to an African, that should never mean that we then turn a blind eye to an Asian-American child being spit on in New York City. That’s foolishness. And let’s be honest, we’d never want the reverse done to us.
Race and racism are both complex and painful. Our nation, and this whole world, honestly, are so deeply mired in a ping pong of racism and violence, that people’s nerves are rightly frayed. I understand. Mine are frayed as well, but I am choosing to interrupt the status quo by speaking out. And personally, I do this without the expectation of anything in return. I am speaking out because the mistreatment of people because of their race or ethnicity or national origin is always wrong.
同時也有6部Youtube影片,追蹤數超過236的網紅Adele Chow,也在其Youtube影片中提到,Does cryptocurrency confuse you? It confuses me too! ? Personally, I’ve known Sandra for many years and I was there when she first started embarking ...
「multiple math」的推薦目錄:
- 關於multiple math 在 Sam Tsang 曾思瀚 Facebook 的精選貼文
- 關於multiple math 在 โปรแกรมเมอร์ไทย Thai programmer Facebook 的最佳解答
- 關於multiple math 在 葉郎:異聞筆記 / Dr. Strangenote Facebook 的最佳貼文
- 關於multiple math 在 Adele Chow Youtube 的最讚貼文
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- 關於multiple math 在 賭Sir【杜氏數學】HermanToMath Youtube 的最佳貼文
multiple math 在 โปรแกรมเมอร์ไทย Thai programmer Facebook 的最佳解答
👨💼 การหาอนุพันธ์ย่อย (Partial differential)
มีบทบาทในงานวิศวกรรมหลายด้าน
ไม่เว้นแม้กระทั่งในวิชาคอมพิวเตอร์
ยิ่งตอนเรียนวิชาปัญญาประดิษฐ์ (AI)
สาย neural network , deep learning (กำลังดัง)
สามารถเอาไปไว้ใช้ปรับจูนพารามิเตอร์ในโมเดล
.
ในรูปที่โพสต์ต้องการหาอนพุันธ์ย่อย
หรือเรียกอีกทีก็คือให้หา gradient
หรือก็คือค่าความชัน (slope) ในวิชาเลข 📈
ถ้าพูดให้ง่ายๆ เข้าไปอีก
ในโจทย์จะให้หาความชันของ z เทียบกับ x1 และ x2
.
ซึ่งวิธีการแก้สมการไม่รู้ว่าจำกันได้ไหม
สามารถใช้พื้นฐานวิชาแคลคูลัสตอนม.ปลาย
เขาจะใช้กฏ chain rule
เป็นการหาอนุพันธ์แบบเป็นลูกโซ่
ข้อนี้ง่ายๆ แก้สมการแป็บเดียวก็เสร็จ
เอาล่ะผมคงไม่ลงคณิตศาสตร์
.
🤔 แต่อยากตั้งคำถาม
แล้วเราจะแก้โจทย์แบบนี้
ด้วยการเขียนโปรแกรมอย่างไรดี
.
😄 คำตอบ ในปัจจุบันนี้แต่ละภาษามีไลบรารี่
เอาไว้ให้แก้โจทย์ประมาณนี้อยู่แล้ว
ไม่ต้องนั่งแก้สมการทางคณิตศาสตร์ให้ปวดหัว
ขอให้เข้าใจไอเดีย ก็เขียนโปรแกรมได้ไม่ยากสบายมากๆ
.
แต่ถึงกระนั้นก็ดี
การรู้ถึงแก่นทฤษฏีในวิชาแคลคูลัส
รวมทั้งเขียนโปรแกรมแก้โจทย์ในรูปตัวอย่างได้
รับรองคุณได้ไปต่อในงาน AI ได้ไม่ยาก
.
ส่วนตัวอย่างการเขียนโปรแกรมแก้โจทย์ดังกล่าวผม
ทำตัวอย่างไว้ให้แล้วที่
https://colab.research.google.com/…/1BtVCWpwWovcVqkvEX5HaUA…
.
โค้ดสั้นๆ ไม่กี่บรรทัดเห็นจนตกใจ
เพราะตัวไลบรารี่มันหาให้เราเสร็จสรรพ
แต่ต้องเข้าใจไอเดียนะ สำคัญมากกกก
.
.
.
+++++ขอประชาสัมพันธ์ (ขายของ)
📔 หนังสือ "ปัญญาประดิษฐ์ (AI) ไม่ยาก" เข้าใจได้ด้วยเลขม. ปลาย (เนื้อหาภาษาไทย)
.
ถ้าสนใจสั่งซื้อเล่ม 1 ก็สั่งซื้อได้ที่ (เล่มอื่นๆ กำลังทยอยตามมา)
👉 https://www.mebmarket.com/web/index.php…
.
ขออภัยยังไม่มีเล่มกระดาษจำหน่าย มีแต่ ebook
.
ส่วนตัวอย่างหนังสือ ก็ดูได้ลิงค์นี้
👉 https://www.dropbox.com/s/fg8l38hc0k9b…/chapter_example.pdf…
.
✍เขียนโดย โปรแกรมเมอร์ไทย thai programmer
👨 💼 Finding sub-derivatives (Partial differential)
Role in Multiple Engineering
Not even in computer class
When I study in Artificial Intelligence (AI)
Neural network, deep learning (popular)
Can be used for tuning parameters in model
.
In the photo posted, I want to find sub-ordained.
Or call again. It's for gradient.
Or it's the steep value (slope) in math 📈
If you say it easy, go in.
In the situation, I will find z's stance against x1 and x2
.
Which is a solution to the equation. I don't know if I
Can be used in calculus course in milk. The end.
He will use the chain rule
Chain derivative findings
This one is easy. Solving the equation for a while and it will be done.
Well, I wouldn't have played math.
.
🤔 but want to question
And we will solve this situation.
With how to programming
.
😄 Answers nowadays. Each language has a library.
It's for solving this kind of problem.
No need to sit and solve a mathematical equation for headache.
If you want to understand the idea, it's not difficult. It's very easy
.
But it's good anyway.
Knowing the theory in Calculus
Including the solution programming in a sample photo.
Guarantee that you can continue in the AI job.
.
Personally, as programming solves such an issue.
Already made an example at
https://colab.research.google.com/drive/1BtVCWpwWovcVqkvEX5HaUAIyUOlekC0m#scrollTo=LWvLB33chsGI
.
A few short lines of code. I saw it until I was shocked.
Because the libraries are getting us done.
But I have to understand the idea. It's very important.
.
.
.
+++++ Public relations (selling items)
📔 The book ′′ Artificial Intelligence (AI) is not difficult It can be understood by the number. Tipping (Thai language content)
.
If you are interested in ordering book 1, you can order at (other books are gradually following).
👉 https://www.mebmarket.com/web/index.php?action=BookDetails&data=YToyOntzOjc6InVzZXJfaWQiO3M6NzoiMTcyNTQ4MyI7czo3OiJib29rX2lkIjtzOjY6IjEwODI0NiI7fQ&fbclid=IwAR11zxJea0OnJy5tbfIlSxo4UQmsemh_8TuBF0ddjJQzzliMFFoFz1AtTo4
.
Sorry, no paper books available. Only ebooks.
.
Personal like the book. You can see this link.
👉 https://www.dropbox.com/s/fg8l38hc0k9b0md/chapter_example.pdf?dl=0
.
✍ Written by Thai programmer thai coderTranslated
multiple math 在 葉郎:異聞筆記 / Dr. Strangenote Facebook 的最佳貼文
#葉郎每日讀報 #一週大事版
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「這是個充滿未知數的計畫,但整個
產業總不能繼續僵著不動直到永遠」
——華爾街分析師
────────────────
中長期產業轉型和近期COVID-19疫情的推波助瀾,使AT&T和集團旗下的WarnerMedia站到了第一波浪頭上。眼看巨浪就要抵達充滿未知的海岸......
天能去哪兒
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美國疫情的惡化,使原本摩拳擦掌準備依計畫復工的美國電影院和好萊塢片廠陷入無路可退的困局。首當其衝的正是表定8月12日上映的疫情後首部好萊塢大片《Tenet 天能》。
上週一(7月20日)Warner正式宣佈取消無限期擱置Christopher Nolan新片《天能》的發行計畫。他們說將在評估疫情狀況後再行決定發行方式,並預告有可能不會是傳統同步上映方式。這已經是該片第三度修改上映日期。
先不管Nolan有沒有可能同意直接上數位平台,《天能》高達2億美元的製作成本使Warner在VOD市場回本的機率微乎其微。華盛頓郵報掌握的匿名來源就透露,Warner應該是打算讓《Tenet 天能》在8月26日在美國以外地區上映,保留幾天緩衝時間在九月的勞動節檔期在美國上映。好萊塢已因為防制盜版而長期採行全球同步上映的政策,沒有人預料得到海外先上映做法在平時會發生什麼事,更遑論在此疫情時機。
消息來源也表示這個構想純粹來自Waner方,而Nolan夫妻原本最屬意的方案仍然是儘速全面上映。
這個重磅消息引發的各界反應如下——
1)華爾街:
華爾街對於這個新可能的模式表示樂觀,投資銀行R. Riley FBR的分析師 Eric Wold說:「漸進式的發行方式一方面不會大量侵蝕未來潛在的票房收益,又可以先在其他市場製造電影的聲量。」
另一家投資公司MKM Partners的分析師Eric Handler 說:「這是個充滿未知數的計畫,但整個產業總不能繼續僵著不動直到永遠......我個人認為當大家意識到看電影是安全的並且不會引發更多確診案例,『看電影』的行為就會觸發更多『看電影』的行為。」
2)美國電影院:
取消上映對電影院業者是個噩耗,因為電影院業者不願在沒有大片上映的狀態下開門迎客。所以這變成一個先有雞還是先有蛋的問題。NATO美國電影院經營者聯盟主席John Fithian就說這種坐等所有電影院開門的方法根本解決不了問題。而且現在不演,很難說還有多少美國電影院可以活到九月幫Warner賣票,據說許多銀行已經開始對一直沒有收入可以還款的電影院施壓。
原本準備配合《天能》檔期要在七月底重啟營業的美國最大的連鎖電影院品牌AMC也只能摸摸鼻子宣佈延後一個月開張。
NATO美國電影院經營者聯盟的副總裁Patrick Corcoran對於未來《天能》可能採分區上映的策略已經有比較認命的說法:「在可預見的未來,電影院的新常態將是有些市場開得了門、有些市場開不了門的狀況。很難期待這種狀況有機會在未來幾個月內改變,所以我們也只能先從這樣起步了。」
3)各國電影院:
疫情已經趨緩的歐洲電影院原本期待前幾週先用舊片和本地電影暖場,接著就可以火力全開放映今年好萊塢暑假大片。好萊塢電影仍是歐洲電影院的命脈,即便在法國,好萊塢仍佔了暑假檔70%票房。現在他們的希望恐怕要落空
英國政府早在7月初就開放電影願營業,但連鎖電影院都準備等月底開始可能有新片之後才打算開門營業。資深放映業者說如果未來幾個月同業們再也沒有新片可以放,恐怕到時候已經沒有同業了。
意外獲益的是這些國家的本土電影。過去原本就更常放映本地電影的歐洲獨立電影院反而得到更多機會,因為近日法國、德國、瑞典、挪威、荷蘭等國都出現本地電影票房勝過好萊塢電影的狀況。
4)娛樂媒體:
幾乎已經確定這會是第一個沒有好萊塢大片的夏天。各大娛樂媒體完全不知所措,因為過往他們都要耗費整個夏天討論暑假大片。他們甚至被迫熱烈議論一部24年前的暑假大片(意指幾天前《Twister 龍捲風》重開機的新聞)
5)好萊塢片廠
片廠高層:「我們身在美國,經常以為美國就是世界的中心,其實根本不是這樣。所以我們不應該期待一個完美無缺的方案。」
時代雜誌也刊出分析認為期待Nolan或是《天能》拯救一整個產業的想法本身就是個好萊塢幻想故事。即便沒有發生疫情,整個產業仍舊會寄望Nolan和《天能》能在無限複製的漫威系列的宇宙壓倒性成功之中,替原創內容爭回一口氣。期待救世主就像期待一種立刻終結疫情的疫苗一樣,是不切實際的一種本能衝動。單一部《天能》拯救不了岌岌可危的電影院產業。電影院產業的復甦需要系統性的做法和政府資源挹注才有可能,特別是體質更加脆弱的獨立電影院
同樣的「邱森萬情結」,面臨串流產業兵臨城下的威脅好萊塢片廠近年來選擇只做超級大片,以為超級大片可以拯救好萊塢。結果最後適得其反,那些片廠放棄的類型和規模現在都變成Netflix的多樣化產品版圖的一部分。
好萊塢大風吹
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原本站在疫情後第一線的《天能》撤守,48小時之內隨即引發好萊塢骨牌效應,許多電影檔期開始大風吹,甚至有的電影直接被吹到敵營去了:
1)Disney家的《Mulan花木蘭》再度替補成為疫情後第一部主要片廠大片,再加上《The New Mutants 變種人》,讓Disney成為未來一個半月內唯一有電影「預計」上映的好萊塢大片廠。果不其然Disney立刻跟上Warner的腳步,Disney宣佈原訂8月21日上映的《花木蘭》無限期暫停。
2)此外Wes Anderson新片《The French Dispatch》檔期也遭Disney取消。
3)製作中的Disney電影也因為製作延誤而延期,包含原訂2021年陸續上檔的多部《Avatar 阿凡達》續集和星戰電影檔期,通通順延一年。
4)有趣的是命運多舛的《The New Mutants 變種人》意外被留在8月28日的檔期上,極可能成為首部好萊塢大片廠電影,2017年就完成該片的導演Josh Boone半開玩笑地說:「快戴好口罩,你們說不定終於能看到它了!」
5)Paramount也跟進宣佈延後《A Quiet Place Part 2 噤界2》和《Top Gun: Maverick 捍衛戰士:獨行俠》的檔期至2021年。
6)Sony則宣佈下一部Spider-Man電影也順延一個月,延至2021年12月上映。
7)兩部非大片廠發行的獨立製作仍勇敢地停留在原地,成為極少數在美國市場照常上映的新片:包括Russell Crowe主演《Unhinged超危險駕駛》和葡萄牙電影《Fatima 法蒂瑪的奇蹟》 。
8)Keanu Reeves主演的《Bill & Ted Face the Music 阿比和阿弟的冒險3》將採用VOD和部分電影院同步發行的方式在9月1日上映。
9)預算高達兩億而且打算在太空中拍攝的Tom Cruise新片刻意在募資時排除兩家主要串流平台(應指Netflix和Apple),因為Cruise和導演Doug Liman主張這部片應該屬於傳統片廠的電影院體驗。馬上要邁入耳順之年的Tom Cruise等於將自己依然勇健的身體綁在搖搖欲墜的電影院產業上,大膽再跳一次。
AT&T的未來全押在HBO Max上
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引發好萊塢大地震之後,原本主管WarnerMedia業務的AT&T新任執行長John Stankey終於出面說明《天能》到底要去哪兒。
Stankey在上週的第二季財報發佈會議中的發言重點摘要如下:
「我們仍然信仰電影院體驗」John Stankey按往例宣示信仰純度,但他同時表示Warner將不得不因此調整電影製作和發行的模式。Stankey首度鬆口說疫情之後的未來毫無疑問會有許多內容必須被放在不同發行模式之下處理。因為電影院的關閉,導致WarnerMedia第二季營收較前一年下滑22.9%,來到68億美元,Warner不可能繼續坐等電影院開門。
然而Stankey也在會議中以兩部未發行大片來證明必須個案判斷是否跳過電影院發行:「這種命運(指跳過電影院)會發生在《天能》或是《Wonder Woman 1984 神力女超人1984》身上嗎?我想真的發生的話我一定是最感到意外的人......事實上,我可以跟你保證至少《天能》絕對不可能(跳過電影院)。」
好消息是AT&T說HBO Max已經有300萬零售用戶以及2360萬批發( “wholesale” )用戶。 批發“wholesale” 這個字眼指的是原本透過有線電視或數位平台訂購HBO頻道的用戶得到了來自AT&T免費收看HBO Max的大禮,因此被灌水進入HBO Max用戶的數字裡頭。
AT&T在財報中的另一個說法是說HBO Max在美國上線一個月內有414萬人啟動帳戶,其中包含297.5萬零售用戶,以及116.5萬批發用戶啟動他們的HBO Max帳戶。相較於Disney+前24小時就達成破千萬用戶還有不小差距。AT&T自己的目標是在2025年之前達成5000萬用戶。
Variety試著分析兩個不同統計方式的數字背後的真相:前後兩個數據相減之下,顯然被贈送HBO Max帳戶的HBO頻道訂戶之中只有4.9%的用戶啟動帳號。剩餘95%用戶都是灌水的HBO Max會員,因為他們從未真正從傳統電視平台轉換至新串流平台HBO Max。
AT&T的傳統電視業務包含HBO頻道都在快速衰退中,事實上AT&T當年耗費850億美元併購Time Warner完全就是為了打造自己的串流業務HBO Max來留住自家電信用戶(所以該公司電信用戶訂閱HBO Max有專屬優惠),紐約時報也預測該公司目的達成後遲早有一天會把沒有剩餘價值的電視業務打包轉售。眼前,讓電視用戶統統轉向HBO Max是AT&T的集團優先任務。為了進一步撐大HBO Max市場,AT&T甚至在美國果斷關掉HBO曾力推的串流服務HBO Go,確保每個想在線上看HBO節目的人都成為HBO Max用戶。
難怪AT&T執行長John Stankey會在會議上對Amazon大動肝火:他在會議中向媒體抱怨透過Amazon訂HBO頻道的用戶目前仍被該平台綁架,無法轉換至HBO Max,而且Amazon的機上盒Fire TV還拒絕上架HBO Max的App。
事實上不管是剛剛上線的新串流平台Peacock或是已經上線2個月的HBO Max都遇到同一個技術問題:美國三個最受歡迎的機上盒中,只有Apple TV同意讓這些新串流服務的App上架,另外兩家包含Roku和Amazon的Fire TV都拒絕上架。無論Roku或Amazon都有經營頻道聚合服務,而且將其視為金雞母。頻道聚合服務是讓消費者在一個地方同時管理各種不同頻道的訂閱,這個重要業務讓Roku或Amazon都不樂見兩家頻道商把業務重心轉到串流服務上,因為如果有一天頻道之王(頻道中的頻道)HBO不見了,這些聚合服務馬上會失去存在價值。所以兩家各擁約40萬用戶的機上盒業者提出來的條件是:要上架App讓我們家用戶安裝沒問題,但前提是必須把Peacock和HBO Max也當成頻道在我們家平台上供消費者像訂閱HBO頻道一樣訂閱這些服務。荒謬的結果是:頻道商自己想轉型串流,機上盒反而成為捍衛頻道存在的守門員。
這樣的波瀾會阻止HBO Max的浪頭順利抵達Netflix正自己一個人吃香喝辣的那個黃金彼岸嗎?
|新聞出處|
In dark portent for U.S. movie theaters, Warner Bros. postpones ‘Tenet’ amid coronavirus concerns(https://wapo.st/3hrfCbN)
Farewell for Now, Tenet. Here’s What We Learned From the Summer Movie Season That Never Was(https://bit.ly/2BjUogT)
Global Exhibitors Facing ‘Catastrophe’ if U.S. Blockbusters Are Further Delayed(https://bit.ly/3eNvWly)
'Tenet' Tosses Playbook: Staggered Rollout May Be New Box Office "Normal"(https://bit.ly/39i0R8o)
AT&T Signed Up 4 Million HBO Max Customers(https://nyti.ms/3eTzToT)
Tenet will absolutely not be a streaming-first title, AT&T CEO says
(https://bit.ly/39mpIIi)
'The New Mutants' hopes to break its 'curse' by hitting theaters after multiple delays(https://cnn.it/2X70BEH)
A Quiet Place 2,’ ‘Top Gun: Maverick’ Delayed Until 2021(https://bit.ly/32PBZ6J)
Amid Theater Chaos, Indie Films ‘Unhinged’ and ‘Fatima’ Forge Ahead(https://bit.ly/3eSf5Ot)
HBO MAX SUBSCRIBER MATH DEMYSTIFIED(https://bit.ly/2WSV2cC)
multiple math 在 Adele Chow Youtube 的最讚貼文
Does cryptocurrency confuse you? It confuses me too! ?
Personally, I’ve known Sandra for many years and I was there when she first started embarking on this journey.
Truth is, I have been having multiple conversations ? with Sandra about this for many many times.
I thought, why not just take a tiny bit of what we usually chat about, and share it here with you ?
This video is really casual and I hope in one way or another, it shed a light on this industry.
I loved how she explained Cryptocurrency in such layman's terms!
Based on what Sandra shared, here are some thoughts about cryptocurrency:
✅ Blockchain is a decentralized system that are blocked by writings, hence security is a big part of the blockchain.?
✅ We cannot manipulate bitcoins as it’s all cryptographically calculated into math and code ❌
✅ Since it’s a decentralized system, it doesn’t get affected directly by our central banks. ?
.
Once again, this is just a small part of our conversation and these thoughts are merely based on our own opinions and experiences.
Comment ? if you want me to share more conversations like that with you guys here on my platforms! ✨✨✨♥️
I hope you guys enjoy this video!! ♥️xx
Don't forget to subscribe, like and comment ??
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multiple math 在 MakeLearningFun Youtube 的最讚貼文
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multiple math 在 賭Sir【杜氏數學】HermanToMath Youtube 的最佳貼文
杜氏數學 官方網站: http://www.HermanToMath.com
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?️賭Sir是杜氏數學Herman To Math的始創人
?全港唯一「完爆」【DSE Core+M1+M2】、【IAL 12科Maths】、【AL Pure+Applied】、【CE Maths+A.Maths】的數學導師
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DSE 數學【速效課程】 訂購詳情 http://hermantomath.skx.io
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課題: LCM 最少公倍數 Least Common Multiple
適用級別: 中二, 中三, 中四, 中五, 中六
其他導師的影片:
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https://www.youtube.com/watch?v=3rxI6...
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杜氏數學 Herman To Math 考試戰績:
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A ── 高考 Pure Math 純粹數學
A ── 高考 Applied Math 應用數學
5** ── DSE Math 數學
5** ── DSE M1 數學延伸部分(一)
5** ── DSE M2 數學延伸部分(二)
A ── IAL Core Math 1 2
A ── IAL Core Math 3 4
A ── IAL Further Pure Math 1
A ── IAL Mechanics 2
A ── IAL Mechanics 3
A ── IAL Statistics 1
A ── IAL Statistics 2