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Can You Pass Harvard University Entrance Exam?

Higher Mathematics 4 views

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Actually i solved this When i watched the Thumbnail
Comment from : @Guestaccount-tg6nz

Use desmos 😂😂
Comment from : @ynw_young_savage

Bro we Indians have this (your higher mathematics) just basics in the preparation of IIT ADVANCE and this takes at most just 2 to 3 min to find the answer Youu foolss😂😂😂😂
Comment from : @arpankumarrollno5518

🌟Pass with honors ❤️
Comment from : @SanjayPanwar-q9y

1716 - chatGPT!
Comment from : @DocsString-l5t

Since when did Harvard have an entrance exam?
Comment from : @philippelemaire4196

Einstein was not a mathematician, you are tricking us into watching your video
Comment from : @HasimLea

It's not the grades u make, it's the hands u shake It's about relationships ! Not grades !
Comment from : @SteveJ-o3o

It's just a logarithm isn't it?
Comment from : @AnimaeSpiritusInChrist

This is more scary than any scary movie for me 😢
Comment from : @entertainmentvsentertainme5405

Is it not possible to solve it graphicaly instead? This seems a bit overkill
Comment from : @flaskopnare

يجب علينا أن نترجم المسألة أولًا حتى نتمكن من حلها بخطوات أقل؛ تقول المسألة: كم مرة يجب أنْ نضرب العدد اثنين في نفسه ثم نضيف عدد مرات التكرار ليكون الناتج مساويًا للخمسة؟ سيكون الجواب المنطقي أكبر من الواحد وأقل من الاثنين، لأن ٢ مرفوع للقوة الثانية يساوي ٤ ثم نضيف ٢ فيصبح الناتج ٦ وهذا أكبر من المطلوب بمقدار واحد، أما ٢ مرفوع للقوة الأولى يساوي ٢ ثم نضيف واحد فيكون الناتج ٣ وهذا أقل من الطلوب بمقدار اثنين؛ فتكون النزعة المركزية متجهة للأس الأقرب (٢) دون الفرقَين ( ٣ أجزاء ) وهذا يعني أنّ الناتج هو ( ١٫٧ ) ولتحديد أجزاء المئة والجزء من الألف يكون الفرق بين القيمة الأعلى والمطلوب ( ٠٫٠١ ) ، ثم القيمة الأعلى هي ( ٠٫٠٠٦ ) فيكون الجواب: ١٫٧١٦
Comment from : @ثامرفهاد-ب8ش

i love math i want to see more math breu amo matematica eu quero ver mais matematica
Comment from : @netinhoplays1821

You will get answer in 2 steps if you use derivate both side
Comment from : @YashPrajapati-qi8xn

17
Comment from : @fredkim01

I got 17158 in less than a minute,from IIT KHARAGPUR , harvard has to increase the difficulty level
Comment from : @vasudev6813

2
Comment from : @Keshav____145

Well do not try this at harvard entrance because at the end, you have the answer but this do sonpoorly thorough that you cannot call this maths
Comment from : @yb-g8015

x≈1716
Comment from : @michalsarocky9565

DeepSeek thought for 396 seconds on solving this
Comment from : @RajarajanPanneerselvam

Indian coaching institutes simply come up with a formula for this one to solve in 15seconds instead of working for 10minutes
Comment from : @srikanth7770

i thought 1-
Comment from : @Imjusthere13

와 대박이다 대입해보니 진짜 5001나오네요
Comment from : @이준호-k8q

Use chatgpt bro
Comment from : @wahidkazi1076

Trying to make a 10-minute video by taking the longer approach
Comment from : @issakakamal2801

Kya bhai hindi mai sun loge
Comment from : @DivyanshUtkarsh-f8y

U can use a graph
Comment from : @Michaelronami-l9i

This problem you have to solve when you want to calculate a voltage in diode with serie resistor
Comment from : @louisserd9596

There is a common exam called a SAT only the 3rd world is duped by harvard's brand No one here in the US gives a toss
Comment from : @jeanettewilkins1926

Why bother I will just identify as a black lesbian and will get in Harvard no problem
Comment from : @jammylee9840

Why not started with log, if u r using ln eventually
Comment from : @sunnyandangelthemechs8283

X 3
Comment from : @mayanair5503

Morocco is best
Comment from : @AhmedNino-gz3oo

Oldin 5ni minus qilib õtgizgach ikkalasini x chi darajaga oshiramiz keyin x chi darajalar qisqaradi keyin misol oddiy😊
Comment from : @SanjarbekXudayorov-t3q

basic jee adv level easy chilar chapri question this i have done in my 9th class
Comment from : @likithreddyaddula

Use of ln🤌🏻
Comment from : @JubayerAyan-s9i

How longbrIs this guys paper 😭
Comment from : @josiahortiz9299

Too many unnecessary steps This confuses beginners and makes easy things look difficult
Comment from : @aaronchimkono8557

161376🎉🎉🎉🎉is like 500007
Comment from : @Midoriyaizuku567-l3o

i asked Ai to solve this, and the result is 17203 , according to newton raphson formula, even though your answer is more near to 5, buat Ai still choose 17203 is the right answer because of newton raphson formula
Comment from : @tengokjebaru6320

Lmao at me getting clickbaited by the thumbnail and trying to solve this without knowing the W function Took a massive L
Comment from : @Snap_Crackle_Pop_Grock

Can you pass the world's number one toughest exam that I want to face in 2027"JEE advanced"in India🤥
Comment from : @basmalvahid-ne5ov

I used calculator and it's exactly √29433545😂
Comment from : @nirisoafy1146

Make it in easier way
Comment from : @60nobody

Too easy I'll just take the 5 to the other side and it will changed to -5 the i used the quadratic formula 😭🔥🔥
Comment from : @teekay1150

"Numerical Methods" Guys Sitting in the corner 😎
Comment from : @ateevmallick

add log and differentiating aint the way?
Comment from : @raghabpandit2610

Biggest bullshits in the history
Comment from : @18feedo

Il y’a d’autres méthodes que ta fonction W que personne ne connaît
Comment from : @toniok5428

It is like jee mains warm up questions 😏
Comment from : @NagarGujjar-xg9ue

But how that 2x really comes from , is 2x the child of 2 and 5?
Comment from : @PankajSharma047

Can we solve by newton raphson ?
Comment from : @harshitsinghbisht8044

Before watching this video nobody was entering harvard
Comment from : @sailajalamsal

Shift solve in calcu basic😀
Comment from : @mikejayderoxas8552

But isn't 5 - X/2* equal to zero?
Comment from : @FarahRaji-e7z

In India junior students are able to solve this questions in just 2 minutes😂
Comment from : @ArnavSharma-d8l

Easy❤❤❤ I like the type of math😅
Comment from : @MdSakibHosen-s7g

About 17 - roughly - estimate - back of beer mat - am I close?
Comment from : @MaxUtley

This should take less than a minute to resolve No need to do all these unnecessary extra steps
Comment from : @idrissradji

(2^x )➕ x ＝5 (Harvard Uni E E)br1＜x＜2,brf(x)＝2^x ＋x, f'(x)＝(ln2)2^x ＋1 (＞0),brf(3/2)＝2828＋15＝4328br15＜x＜2,brf(17)＝4949brf(18)＝528brthe ans exsits in 17＜x＜18 brby repeating this method (maybe eternally) , you can find ans
Comment from : @TaiseiHashino