MathsForUni
MathsForUni
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Multivariable Chain Rule Application | Lecture 13 Question 5 | MathsForUni
www.udemy.com/course/bridging-maths-to-university/
www.udemy.com/course/getting-into-oxbridge-maths/
This content is related to our Udemy course. If you like these kinds of videos, please considering checking out the course.
In this video, we look at the the multivariable chain rule. This question has been taken from our MathsForUni online pre-university course worksheet. This is the 1st of 2 questions that we will be solving from the sheet (question 5).
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Відео

STEP 2 2019 Q2 Part 3 | MathsForUni
Переглядів 1163 роки тому
Please consider checking out our courses at: www.udemy.com/course/bridging-maths-to-university/ www.udemy.com/course/getting-into-oxbridge-maths/ In this video, we look at question 2 from the 2019 STEP 2 paper. We walk through how to find a solution to the question to help you to learn and prepare for future papers. If you like these kinds of videos, please take a look at the playlist we have m...
Cauchy-Riemann Equations | Lecture 12 Question 7+8 | MathsForUni
Переглядів 1263 роки тому
www.udemy.com/course/bridging-maths-to-university/ www.udemy.com/course/getting-into-oxbridge-maths/ This content is related to our Udemy course. If you like these kinds of videos, please considering checking out the course. In this video, we look at the Cauchy-Riemann equations and a use of them. This question has been taken from our MathsForUni online pre-university course worksheet. This is ...
STEP 2 2019 Q2 Part 2 | MathsForUni
Переглядів 903 роки тому
Please consider checking out our pre-university course at: www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! In this video, we look at question 2 from the 2019 STEP 2 paper. We walk through how to find a solution to the question to help you to learn and prepare for future papers. If you like these kinds of videos, please take a look at the playlist ...
Symmetry of Mixed Partial Derivatives | Lecture 12 Question 5 | MathsForUni
Переглядів 3363 роки тому
www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! This content is related to our Udemy course. If you like these kinds of videos, please considering checking out the course. In this video, we look at partial differentiation and in particular second order partial derivatives. This question has been taken from our MathsForUni online pre-university cou...
STEP 2 2019 Q2 Part 1 | MathsForUni
Переглядів 843 роки тому
Please consider checking out our pre-university course at: www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! In this video, we look at question 2 from the 2019 STEP 2 paper. We walk through how to find a solution to the question to help you to learn and prepare for future papers. If you like these kinds of videos, please take a look at the playlist ...
Decomposition of Complex Valued Functions | Lecture 11 Question 8 | MathsForUni
Переглядів 653 роки тому
www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! This content is related to our Udemy course. If you like these kinds of videos, please considering checking out the course. In this video, we look at a decomposition of a complex valued function involving Euler's formula. This question has been taken from our MathsForUni online pre-university course ...
STEP 2 2019 Q1 Part 3 | MathsForUni
Переглядів 473 роки тому
Please consider checking out our pre-university course at: www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! In this video, we look at question 1 from the 2019 STEP 2 paper. We walk through how to find a solution to the question to help you to learn and prepare for future papers. If you like these kinds of videos, please take a look at the playlist ...
Domain of a Multivariable Function | Lecture 11 Question 5 | MathsForUni
Переглядів 373 роки тому
www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! This content is related to our Udemy course. If you like these kinds of videos, please considering checking out the course. In this video, we look at the domain of a multivariable function and how to work it out. This question has been taken from our MathsForUni online pre-university course worksheet...
STEP 2 2019 Q1 Part 2 | Admissions Test | MathsForUni
Переглядів 613 роки тому
Please consider checking out our pre-university course at: www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! In this video, we look at question 1 from the 2019 STEP 2 paper. We walk through how to find a solution to the question to help you to learn and prepare for future papers. If you like these kinds of videos, please take a look at the playlist ...
Simultaneous Equations Cauchy Schwarz | Lecture 10 Question 9 | MathsForUni
Переглядів 313 роки тому
www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! This content is related to our Udemy course. If you like these kinds of videos, please considering checking out the course. In this video, we look at Simultaneous Equations and how they can be related to Cauchy-Schwarz. This question has been taken from our MathsForUni online pre-university course wo...
STEP 2 2019 Q1 Part 1 | Admissions test | MathsForUni
Переглядів 2013 роки тому
Please consider checking out our pre-university course at: www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! In this video, we look at question 1 from the 2019 STEP 2 paper. We walk through how to find a solution to the question to help you to learn and prepare for future papers. If you like these kinds of videos, please take a look at the playlist ...
Dot Product Cauchy-Schwarz | Lecture 10 Question 1 | MathsForUni
Переглядів 393 роки тому
www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! This content is related to our Udemy course. If you like these kinds of videos, please considering checking out the course. In this video, we look at Cauchy-Schwarz. This question has been taken from our MathsForUni online pre-university course worksheet. This is the 1st of 2 questions that we will b...
MAT 2019 Question 5 | MathsForUni
Переглядів 1643 роки тому
Please consider checking out our pre-university course at: www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! In this video, we look at question 2 from the 2019 MAT paper. We walk through how to find a solution to the question to help you to learn and prepare for future papers. If you like these kinds of videos, please take a look at the playlist we ...
Eigenvalues of Upper Triangular Matrix | Lecture 9 Question 8 | MathsForUni
Переглядів 1,6 тис.3 роки тому
www.udemy.com/course/bridging-maths-to-university/?couponCode=40_OFF USE THIS LINK FOR 40% OFF! This content is related to our Udemy course. If you like these kinds of videos, please considering checking out the course. In this video, we look at matrices. This question has been taken from our MathsForUni online pre-university course worksheet. This is the 2nd of 2 questions that we will be solv...
MAT 2019 Question 4 | MathsForUni
Переглядів 1143 роки тому
MAT 2019 Question 4 | MathsForUni
Cayley-Hamilton Theorem | Lecture 9 Question 7 | MathsForUni
Переглядів 543 роки тому
Cayley-Hamilton Theorem | Lecture 9 Question 7 | MathsForUni
MAT 2019 Question 3 | MathsForUni
Переглядів 1233 роки тому
MAT 2019 Question 3 | MathsForUni
Antisymmetric Matrices | Lecture 8 Question 9+10 | MathsForUni
Переглядів 583 роки тому
Antisymmetric Matrices | Lecture 8 Question 9 10 | MathsForUni
MAT 2019 Question 2 | MathsForUni
Переглядів 3173 роки тому
MAT 2019 Question 2 | MathsForUni
Determinant of the Product of Matrices | Lecture 8 Question 6 | MathsForUni
Переглядів 313 роки тому
Determinant of the Product of Matrices | Lecture 8 Question 6 | MathsForUni
MAT 2019 Question 1J | MathsForUni
Переглядів 1853 роки тому
MAT 2019 Question 1J | MathsForUni
Abelian and Non-Abelian Dihedral Groups | Lecture 7 Question 6+7 | MathsForUni
Переглядів 9323 роки тому
Abelian and Non-Abelian Dihedral Groups | Lecture 7 Question 6 7 | MathsForUni
MAT 2019 Question 1I | MathsForUni
Переглядів 613 роки тому
MAT 2019 Question 1I | MathsForUni
Heisenberg Matrix Group | Lecture 7 Question 3 | MathsForUni
Переглядів 1,6 тис.3 роки тому
Heisenberg Matrix Group | Lecture 7 Question 3 | MathsForUni
MAT 2019 Question 1H | MathsForUni
Переглядів 613 роки тому
MAT 2019 Question 1H | MathsForUni
Iterated Square Roots | Lecture 6 Question 10 | MathsForUni
Переглядів 373 роки тому
Iterated Square Roots | Lecture 6 Question 10 | MathsForUni
MAT 2019 Question 1G | MathsForUni
Переглядів 503 роки тому
MAT 2019 Question 1G | MathsForUni
Product of Convergent Sequences | Lecture 6 Question 3 | MathsForUni
Переглядів 1,4 тис.3 роки тому
Product of Convergent Sequences | Lecture 6 Question 3 | MathsForUni
MAT 2019 Question 1F | MathsForUni
Переглядів 653 роки тому
MAT 2019 Question 1F | MathsForUni

КОМЕНТАРІ

  • @lalitasharma6687
    @lalitasharma6687 Місяць тому

    Pure mathematics is just too abstract too boring 😢😢

    • @viniciuscilla2865
      @viniciuscilla2865 Місяць тому

      Applied mathematics is just too real too limited

    • @Manuel71
      @Manuel71 19 днів тому

      I love abstraction though. Applied math does NOT motivate me at all.

  • @kennethben-boulo7127
    @kennethben-boulo7127 3 місяці тому

    I have been trying to find the inverse for a while, I got some explanations but they just confused me more(they were solving magic maths), but how you explained it is lovely but I know a lot of people won't appreciate how you solved for the inverse I love it and it works best for me. +1 Subscriber ✌️

  • @tamptus3479
    @tamptus3479 5 місяців тому

    Dn has 2n Elements. don't call it D2n. Or is your name for the symmetric group Sn!

  • @oldones59
    @oldones59 7 місяців тому

    What is your opinion on 3D geometry?

  • @afshinmollaali
    @afshinmollaali 7 місяців тому

    there is not eny math subject with no applied at least some has not yet . but wat about calclus vs abstrac

  • @HaroldSchranz
    @HaroldSchranz 7 місяців тому

    I liked both - I was made to choose one - so I dropped both - many decades later - #ADHD (#AuDHD) diagnosis!

  • @capri2673
    @capri2673 Рік тому

    Which one is easier? That's all I need to know. LOL.

    • @manofsteel9051
      @manofsteel9051 9 місяців тому

      Applied maths is easier plus it has way better employment statistics than pure maths

  • @aarnavkunjoor6458
    @aarnavkunjoor6458 Рік тому

    I have about 5 weeks left until step 2 how should I prepare

  • @whitegalactico7152
    @whitegalactico7152 Рік тому

    I am weak in Math, but wanna be a Mathematician for the love of Mathsematics

  • @golden-jungoo655
    @golden-jungoo655 Рік тому

    Best explanation for real !!

  • @dusandragovic09srb
    @dusandragovic09srb Рік тому

    Math is a language used to limit you. Leave it alone in the dark.

  • @florangelieruiz6740
    @florangelieruiz6740 Рік тому

    NICE BRO

  • @ndumisomtshali383
    @ndumisomtshali383 Рік тому

    I'd go for Applied Math. As an engineer, I'm more interested in where I can apply tools NOW and solve a problem NOW so to speak

  • @dapengun6050
    @dapengun6050 Рік тому

    Saved me on my homework thanks.

  • @PatrickBateman969
    @PatrickBateman969 Рік тому

    Hello Sir, we need more videos it's been a year since the last video

  • @shubhamtiwari4581
    @shubhamtiwari4581 2 роки тому

    Yes i wants to learn about applied mathematics but now i think i have source.

  • @rizkaapriliani1630
    @rizkaapriliani1630 2 роки тому

    hi sir, thank you so much for this video, it really helps! and i was wondering do you have any video covering examples of the use of this leibniz theorem?

  • @sankalprana5623
    @sankalprana5623 2 роки тому

    Applied is sooooo cool

  • @heisenberginstitute225
    @heisenberginstitute225 2 роки тому

    Damn Wow you inspire me you know so much

  • @cpgrace1902
    @cpgrace1902 2 роки тому

    Pure mathematics interests me far more, solely due to the incredibly abstract nature of it

    • @zhangkevin6748
      @zhangkevin6748 2 роки тому

      Are you still in highschool?

    • @cpgrace1902
      @cpgrace1902 2 роки тому

      @@zhangkevin6748 I am pursuing a degree in discrete mathematics at the University of warwick

    • @zhangkevin6748
      @zhangkevin6748 2 роки тому

      @@cpgrace1902 that’s great, why discrete mathematics? Not that it wasn’t impressive but I feel like most people who does pure math are more into topology or group theory

    • @cpgrace1902
      @cpgrace1902 2 роки тому

      @@zhangkevin6748 a lot of the stuff I study is still very pure maths, e.g graph theory and number theory

    • @zhangkevin6748
      @zhangkevin6748 2 роки тому

      @@cpgrace1902 yeah, how are you doing man?

  • @riannahenningham341
    @riannahenningham341 2 роки тому

    I'm studying both applied and pure 😥😓

    • @keneilweboipelo5882
      @keneilweboipelo5882 2 роки тому

      Same here😢

    • @lioneldynasty
      @lioneldynasty Рік тому

      Same here, plus computer science modules ( Data structures and algorithms, Information Systems , and Computer architecture) 🤕

  • @michaelnkhoma9640
    @michaelnkhoma9640 2 роки тому

    How did you manage to get into Cambridge?

  • @ashfan80
    @ashfan80 3 роки тому

    Pure = non-applied

  • @greatloverofmusic1
    @greatloverofmusic1 3 роки тому

    A student would do well to attempt an abstract type of course early on: such as Linear Algebra, Discrete Math w/proofs or a Introduction to Proofs course. On the other side, a student taking a Calculus based Physics class will give she or he a good idea of how math works 'in the real world'. Good Luck & Cheers.

  • @tedsevilla1487
    @tedsevilla1487 3 роки тому

    Completely brilliant love it I can't stop watching this

  • @ajaykumar4063
    @ajaykumar4063 3 роки тому

    What are the orders of each elements?? In this group

    • @mathsforuni1628
      @mathsforuni1628 2 роки тому

      Each of the non-identity elements has no order, in the sense that repeatedly multiplying such a matrix by itself will never get back to the identity. As a result, it could also be said that these elements have infinite order.

    • @ajaykumar4063
      @ajaykumar4063 2 роки тому

      Thanks

  • @socalmsofly
    @socalmsofly 3 роки тому

    Book smart vs Street smart explained

    • @pittyconor2489
      @pittyconor2489 2 роки тому

      math is book smarts and pure math is book smarts among book smarts😀

    • @fannyyyyyyyy
      @fannyyyyyyyy 3 місяці тому

      Looolll😂

  • @Guztav1337
    @Guztav1337 3 роки тому

    So if it doesn't work in any (mod n) then there are no solutions at all? This equation probably works out in (mod 3) but, let's say it doesn't: Then would checking (mod 3) be sufficient, just like any other modulo?

    • @mathsforuni1628
      @mathsforuni1628 3 роки тому

      If we find a contradiction in any one particular (mod n), then there can't be any solutions. We choose (mod 8), because the squares (mod 8) can only take a few values (0, 1 and 4), which makes checking all the cases simple. I haven't checked (mod 3), but it's possible that this doesn't give a contradiction (so that we'd need to use another modulo, e.g. (mod 8) to show that there are no solutions).

  • @Grassmpl
    @Grassmpl 3 роки тому

    Applied math: How can we make calculations errors, but guarantee a certain extent of accuracy? Pure math: given many imaginary objects, what can we say about their structures and can we relate them to invent an even more complicated object with additional structure?

  • @Rawan-og9ij
    @Rawan-og9ij 3 роки тому

    Applied wins in my book

  • @gaulindidier5995
    @gaulindidier5995 3 роки тому

    That's an archaic definition as number theory and abstract algebra are used in Computer science which is basically applied in codes, encryptions and so on.

    • @mathsforuni1628
      @mathsforuni1628 3 роки тому

      Agreed! This video is only intended to provide a quick overview, and many of the observations are generalizations.

    • @gaulindidier5995
      @gaulindidier5995 3 роки тому

      @@mathsforuni1628 Alright!

    • @blitzmlcom2939
      @blitzmlcom2939 3 роки тому

      Which is Is better applied mathematics or pure mathematics as a double major of computer science, engineering and accounting?

    • @greatloverofmusic1
      @greatloverofmusic1 3 роки тому

      @@blitzmlcom2939 The short answer is it depends. I'll just speak to the C.S. & Engineering side of the ledger (see what I did there). I think for the most part it would applied, but if you're thinking about earning a PhD & doing serious research then a solid foundation of pure math would be helpful. Cheers.

    • @aventura1266
      @aventura1266 10 місяців тому

      They say all math is applied, but applied math is for historical reasons known as such to refer to calculus and similar type of math (speaking as a non-math major)

  • @katzenschildkroete
    @katzenschildkroete 3 роки тому

    Keep it up man

  • @user-pq6jp7qc1k
    @user-pq6jp7qc1k 3 роки тому

    if i only learn additional mathemarics in high school ,what i suitable?

    • @dr.menacestein6418
      @dr.menacestein6418 3 роки тому

      You should have learnt its not really difficult

    • @user-pq6jp7qc1k
      @user-pq6jp7qc1k 3 роки тому

      @@dr.menacestein6418 now im16 years old and i scholl learn addmth,and future i want become a mathematicans

    • @user-pq6jp7qc1k
      @user-pq6jp7qc1k 3 роки тому

      but i havve hear the applied math need fizik nut im not a science student,i only have addmath but i want bwcome mathematicans in future

    • @user-pq6jp7qc1k
      @user-pq6jp7qc1k 3 роки тому

      @@dr.menacestein6418 i know that is not so difficult

    • @dieselguitar1440
      @dieselguitar1440 3 роки тому

      I don't understand what you're saying. Do you mean that mathematics is the only additional course that you are taking? In that case, pure math would be the best option, and you may even want to add computer science in university, but if your passion is for applied math, I'm sure you could take any missing prerequisite courses later on.

  • @shantipriya2905
    @shantipriya2905 3 роки тому

    Your handwriting is not good but u have great knowledge

  • @shadyirish5301
    @shadyirish5301 3 роки тому

    The only channel which actually explained how to proof Leibniz with use of Pascal's triangle.

  • @louiswong921
    @louiswong921 3 роки тому

    hi

  • @homerfrazier9574
    @homerfrazier9574 3 роки тому

    Hay guys watch the full video if you need to learn. I understand every thing as he did clearly.

  • @marionbeck5121
    @marionbeck5121 3 роки тому

    what is polynominal ?

  • @ahnafapathan
    @ahnafapathan 3 роки тому

    thank you so very much. please keep putting these out.

    • @mathsforuni1628
      @mathsforuni1628 3 роки тому

      Thank you for the nice feedback! We're glad you enjoyed the video.