e (2.718281828…), also known as Euler’s number, is a critically important number in mathematics. It forms the basis of the exponential function and the natural logarithm, and like π it crops up in innumerable places (even where you wouldn’t expect it).
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Genuinely the best teacher I’ve ever seen. The kids in your class are SO lucky. I’m returning to math after a decade and binging all your videos. If I had a teacher like you I probably would never have left it in the first place. Thank you for posting your content online for people who haven’t been as lucky with teachers, it’s a great help and honestly just…fun. I can’t believe I watch math videos while eating breakfast now but you make it so enjoyable
Google for. . . .. PATENTED COSMOLOGY SERIES PART 96, BY SUPER MAHARISHIS VADAKAYIL, THE ONLY THINKER ON THE PLANET- PAST/ PRESENT/ FUTURE. . ANCIENT HEROES OF KERALA SCHOOL OF MATH – PART JJJ . . Jew Leonhard Euler was a thief who stole from the 14,000 year old Kerala School of Math, Calicut ( my hometown ), and became famous. Not any more. Today , this hour, I flush him down the Vadakayil toilet. . Jew Euler is tom tommed as the most prolific mathematicians and physicists in history, producing over 800 papers and books that fundamentally shaped modern science. He made ground breaking discoveries ( sic ) in nearly every branch of mathematics, ranging from calculus to number theory, and introduced much of the mathematical notation used today.. ROTHSCHILD’S EMPLOYEE CHARLES MATTHEW WHISH WAS AN EXPERT IN MALAYALAM IN AS MUCH AS HE COMPILED A MALAYALAM DICTIONARY WHILE BASED IN MY HOMETOWN CALICUT .. HE WROTE THAT ENTIRE EUROPEAN MATH IS STOLEN FROM THE KERALA SCHOOL OF MATH IN 1834 AD.. SO WHAT WAS ROTHSCHILD’S RESPONSE. HE SENT HIS AGENT JEW HERMANN GUNDERT TO STEAL ALL KERALA MATH BOOKS AND BURN THE REST .. Euler’s work averages 800 pages a year from 1725 to 1783. He also wrote over 4500 letters and hundreds of manuscripts.. 94% of it is stolen from the 14,000 year old Kerala School of Math – stolen by Jesuit Jew Basel Mission missionaries of Rothschild.. The fraud begins with the pathetic myth of “independent discovery.” Modern pedagogical videos and textbooks present Euler’s identity as a convergence of three constants—π, e, and i—each supposedly born in isolation within European minds. The narrative is neat, triumphant, and 100% false. For Euler’s substitution to work, the infinite series expansions of sine and cosine must already exist. These series did not spring from Jew Isaac Newton’s pen in the seventeenth century; they were derived by Madhava of Sangamagrama ( 2300 BC ) and rigorously proven by Jyestadeva ( 2200 BC ) in his Yuktibhasa .. The Kerala School was no provincial curiosity. Founded by Baudhyana ( in 12000 BC ) it developed infinite series for trigonometric functions 137 centuries before the stolen calculus of Newton and Leibniz.. Jyestadeva’s Yuktibhasa, written in 2200 BC, contains proofs of these series that Western mathematics would not replicate till 39 centuries later Nilakantha’s Tantrasamgraha ( 2400 BC ) synthesized planetary models that was stolen by thieves Jew Copernicus and Jew Kepler. .Paramesvara’s observational astronomy ( 2300 BC) prefigured European advances by 40 centuries. The chronology is clear: Kerala’s sovereignty precedes Europe’s claims by millennia.. Consider Madhava’s arctangent series ( 2300 BC ) , which yields the celebrated Leibniz formula for π. In modern notation, arctan(x) expands as x−x3/3+x5/5−x7/7+…. Substituting x = 1 gives π/4 as the alternating sum of reciprocals of odd numbers. . Western textbooks credit Leibniz in 1673, but Madhava ( 2300 BC ) had already inscribed this in verse centuries earlier: “Multiply the diameter by four. Subtract from it and add to it alternately the quotients obtained by dividing four times the diameter by the odd numbers 3, 5, etc.”.. The theft gap is 40 centuries. Similarly, Madhava’s sine and cosine series—θ minus θ³/3! plus θ⁵/5! minus θ⁷/7! and so forth—are identical to what Newton would later publish. . Jyestadeva’s geometric derivations in the Yuktibhasa prove these series by recursive summation of infinitesimal arcs, a method that amounts to integration long before Europe formalized the concept.. When thief Euler expanded the exponential function into a power series and substituted ix, the real and imaginary components split neatly into cosine and sine series. But those series were not his. They were 100% Madhava’s.. The 14,000 year old Kerala School of Math constructed the most sophisticated mathematical engine in human history before Europe learned to graduate from grunt grunt to language.. To present π, e, and i as European achievements is to participate in a millennia-long intellectual crime. The VVNS maps phonemes, time, and meaning in a layered protocol, mirroring the mathematical structures of ( pi ), ( e ), and ( i ). The Vadakayil Triadic Resonance Engine (VTRE) operationalizes prime resonance, anchored by 163, uniting ancient Vedic cosmology with modern mathematical physics. . Arabs Al Biruni/ Ibn al-haytham/ Muhammad ibn Zakariya al-Razi/ Nasir al-Din al-Tusi/ Abū Kāmil Shujāʿ ibn Aslam/ Ibn Zuhr/ Muhammad ibn Musa al-Khwarizmi became famous from stolen knowledge – – — -Capt Ajit Vadakayil
I wish this dude was my Maths teacher in secondary school. Learning from his videos is so menacingly intuitive to watch and understand.
Awesome explanation
((1000000)/999999)^999999=e that formula is wrong 🎉❤
Does this formula only work for 100%. I tried doing it with different percentages like 1000%, and it gives me weird results.
Gotta be honest, was confused af, because I worked at a bank and never would we say "12% annual" but payed more, instead monthly percentage would be recalculated not as 12 / 12 = 1% but (1 + r)**12 = 1.12 -> r = (1.12)**1/12 – 1 = 0.0095 = 0.95%.
I mean maybe it is normal to be weird and use flat out wrong percentage when talking about loans in different countries, I don't know, but at the very least it is a moment that the teacher should stress, I am 100% confident student know literally zero about banking and that is super confusing when you just don't elaborate and claim "they actually pay more than what they tell they will pay", because that is super counter intuitive.
I wanna point out that I love this teacher and a lot of his explanations are amazing, but when it comes to exponent, exponential growth and logarithms, I think the lessons could be improved.
5:22 hehe
The only value of this presentation is in excitement it is creating, but otherwise there is no intuition into meaning of "e".
Proper intuition for "e" is that "e" is the unique base of an exponent for which value of the function of (e^x) is equal to it's own derivative or slope which is (e^x). Or even shorter, change of the function (e^x) is equal to it's value.
Very interesting style of teaching
omg that was unbelievable…. As a math teacher, I came in looking for inspiration to introduce exponentials and the number e for my class. The beginning was slow but that drop at the end…. mind. blown. Captivating story telling, Eddie Woo! GG!
Stop saying 67 it's 69 now
I dont understand the interest thing per semester. I dont see where (1+1/2)^2 comes from.
Don’t be ridiculous. E is a letter, not a number. It comes between D and F 😊
I insist that universities should be rated by the number of likes on the classroom videos of their teachers.
So good, now I feel complete 😀
As a resident of Cherrybrook, I feel privileged to have you as a teacher for the children in our school
I love how he just erases with the side of his palm, fuck picking up an eraser
I wish more of my math teachers were this fun
"It comes from a structure that exists in nature, namely how things grow when they grow in relation to their own size." -Eddie Woo
This really helped me. Thank you.
Very good teacher. Made it fun, engaging and explained deeply.
So up north, Canadians are looking at
e right now -_… fun times5:22, SIX SEVEN!!!!
The Shamen tell me that e’s are good. Presumably they are mathematicians.
I already knew everything in this video, but I still found this extremely interesting and engaging 💍