Being a student preparing for class 12's boards,all 11 were pretty good except for the hyperbolic sin,as it isn't in our curriculum I didn't know what it meant.Would love to see an integration vid!
@@yoylecake313 what are those? I mean I can solve calculus questions related to it but don't know what exactly are the hyperbolic functions. Is it related to hyperbolas or something?
14:35 One small issue. You ignored that the argument of the natural log has absolute value. In the end, it doesn't matter since the absolute value cancels out with a bit more process. But please don't skip that
Because sec²(x) is always positive, if you divide it by abs(sec(x)), you should just get back abs(sec(x)), right? (In regards to level 11, which the only reason i wasnt able to complete is becayse hyperbolic trig functions were dropped from my calc I class)
You have a stupid comment. *Of course* the answer would be left as the host left it. It is *not* supposed to be multiplied out. That would undo the work of factoring to get to that point. You should delete your comment.
calculus is actually really easy. a lot of people get intimidated by it but realistically you can self teach calculus while self teaching other math archetypes can be much harder.
Was flawless through 9 and then made an arithmetic error on 10 that made me want to jump through the window. 11 was a fun one to play around with. Nice man
As a student in my final year of HS with weak maths i finally understood how to solve derivatives after watching this lmao. Thanks man, maybe i'll decide to study CS at my uni instead of bioinformatics after all.
It depends. If y is a function of x, we will need dy/dx and to not treat it as a constant (as y depends on x). In that one in the video, we have the situation with y being a function of x. In other situations, y may be its own variable. If we have that case, it would be constant when differentiating with respect to x.
That would be true if this was a partial derivative but since it’s a “regular” derivative (denoted by the lowercase “d” instead of the “curvy d”) y is considered a function of x.
For the ninth one, for 1/2secx.tanx, I converted both in terms of sin and cos so i got sinx/2cos^2x. This can be wrtitten as sinx/cos2x+1 . Then i used u/v rule and solved but got diff ans.. Is my approach correct?
Everything was easy upto level 8. Solved all of them in my head Level 9 is interesting and I'll try to solve it when I get home (Yes, I didn't watch the solution).
The first 8 derivative problems were pretty easy and I could have done them in high school. Level 9-11 were medium in difficulty and would be College level Calculus 1 or AP Calculus AB exam problems.
Being a student preparing for class 12's boards,all 11 were pretty good except for the hyperbolic sin,as it isn't in our curriculum I didn't know what it meant.Would love to see an integration vid!
hyperbolic trig usually is forgotten in general
@@yoylecake313 what are those? I mean I can solve calculus questions related to it but don't know what exactly are the hyperbolic functions. Is it related to hyperbolas or something?
14:35 One small issue. You ignored that the argument of the natural log has absolute value.
In the end, it doesn't matter since the absolute value cancels out with a bit more process. But please don't skip that
Yes, I noticed the same thing and I was confused. Thank you for pointing out!
Exactly, because absolute value has its own differentiation rule as well, so itf the problem were to be different he couldve been wrong
Love these videos, I learned while being challenged at the same time
Because sec²(x) is always positive, if you divide it by abs(sec(x)), you should just get back abs(sec(x)), right? (In regards to level 11, which the only reason i wasnt able to complete is becayse hyperbolic trig functions were dropped from my calc I class)
yes
Oh yeah sure, you just leave 5 like that, and here I am doing these on my own actually multiplying all of that out
You have a stupid comment. *Of course* the answer would be left as the host left it. It is *not* supposed to be multiplied out. That would undo the work of factoring to get to that point. You should delete your comment.
Derivatives: 😮 Integration: 😢🔫
I did all of them! quite proud ngl
Ca rend tellement bien avec j lo ce genre de video j’adore!!
very fun video, i love calculus 1 so much!! 😅
I learnt calculus by myself from internet and I was able to do level1-9 without help 😄
Same here! Self learning is underrated
I too just learnt the basic rules only in 11th and did all with ease, after 10 it was kinda tough
same
Same. Congrats on level 9
calculus is actually really easy. a lot of people get intimidated by it but realistically you can self teach calculus while self teaching other math archetypes can be much harder.
Even thought I haven't taken calculus yet, I was able figure out the first one.
Please Make this into a series 🙏
Yup
Please keep uploading more videos like thiss!!
Was flawless through 9 and then made an arithmetic error on 10 that made me want to jump through the window. 11 was a fun one to play around with. Nice man
As a student in my final year of HS with weak maths i finally understood how to solve derivatives after watching this lmao. Thanks man, maybe i'll decide to study CS at my uni instead of bioinformatics after all.
Integral next!
Yes please !
In lv 10, since you have d/dx, isn't 1/y just a constant in ln and y³ a constant in the power?
y is a function of x so no
no y is a function of x and hence cannot be treated as a constant
It depends. If y is a function of x, we will need dy/dx and to not treat it as a constant (as y depends on x). In that one in the video, we have the situation with y being a function of x. In other situations, y may be its own variable. If we have that case, it would be constant when differentiating with respect to x.
That would be true if this was a partial derivative but since it’s a “regular” derivative (denoted by the lowercase “d” instead of the “curvy d”) y is considered a function of x.
Do one for antiderivatives
At 23:00, can’t de rewrite the second term as |secx| ?
I was thinking the exact same thing, actually
Thank you for providing more amazing content!
For the ninth one, for 1/2secx.tanx, I converted both in terms of sin and cos so i got sinx/2cos^2x. This can be wrtitten as sinx/cos2x+1 . Then i used u/v rule and solved but got diff ans.. Is my approach correct?
You are missing needed grouping symbols: sin(x)/[2cos^2(x)], sin(x)/[cos(2x) + 1]
Everything was easy upto level 8. Solved all of them in my head
Level 9 is interesting and I'll try to solve it when I get home (Yes, I didn't watch the solution).
GCSE student here, I got 1 correct!
I only know math up to algebra 1 and some geometry, I am going to class 7
Isn't arsinh(x) not arcsinh(x)?🤔
it is arsinh (area sinus hyperbolicus)
and arcsin is (arcus sinus)
quick little Latin lesson
bro called us poor in many ways
Why do you say cos like that
watching without knowing the D of derivatives
11 que is really difficult for me 😅
Level 10 notation is wrong. You want dy/dx given the implicit equation.
I’m on year 8 and i know just a bit of derivatives.. i made it until the second one, hehe
i am in 11th grade and was able to do all of the level pretty easily
Thanks very much. I am in the middle school and this helps a lot (english is not my first language sorry)
How tf do you have calculus in middle school?
@@Anonymous69.there’s a freshman I know who came to hs already haven finished calc1/2
nah you don't have that shit in middle school I'm in middle school too
i have no idea how to do a derivative, i thought it was 6 for the first one
Dériver est une corvée, intégrer est un art.
The first 8 derivative problems were pretty easy and I could have done them in high school. Level 9-11 were medium in difficulty and would be College level Calculus 1 or AP Calculus AB exam problems.
don't you have to respect the absolute value in level 9?
idk bruv i skipped to lvl 11 and found it kind easy? 😅
I probably can't go further than level 8
Hey hey i thought the quotient rule was low d high - high d low all over low squared smh
If you're gonna do derivatives then you *have* to do integrals
As a IIT aspirant I can say that these are not that difficult
10 was easy
Derivatives are easy but integrations 😢
Chain rule spam
Ez
I'm proud of my pure 0