A nice problem would be to generalize this to find all x s.t. Sin^2(x) - Sin^2(2x) - Sin^2(4x) = -1/2 you can show that Cos^2(x) - Cos^2(2x) - Cos^2(4x) intersects the sine one always on y = -1/2
About "Get a Load of this Guy" is an idiomatic expression that can either be used to acknowledge a witty remark made by another person or poke fun at the complacency of such remark. In online discussion forums and comments, the phrase is most often iterated in the form of reaction images in which various characters are making a pointing gesture. Source - knowyourmeme.com I am not sure where this applies though, the timestamps are gold, Sorry to ruin the joke if anyone was having fun, I wasn't
Did a geometry party with the regular nonagon. Lots of Ptolemy’s Theorem and playing around with triangles on the interior and trig ratios with the sides, diagonals and circumradii.
11:25 It's almost the only identity I remember from high school trig: 2 cos cos = cos sum + cos diff And if you remember this, you should remember what cos 60° is :)
I started from sin^2(x) - sin^2(2x)-sin^2(4x) and simplified it to -1/2+1/2cos(2x)(2cos(6x)-1) Then substituting x = 10° we have result I used pythagorean identity, double angle formula and cosine of sum and difference of angles
Hi Flammable Maths, I hope you have no hard feelings and my apology for suggesting another solution to the problem. I appreciate your teaching us on the wonderful aspect of mathematics. Keep up the good work and I will look forward to your interesting coaching on many topics of mathematics. 🙏
He is a teacher ngl but he is also a cool chad teacher who will take games period but will give you 2 games period when you have 2 maths classes back to back
You can actually let Yourself to write on Your T-shirt the full differential eqn of simple pendulum, because You have already explained the full solution on Your channel. Best regards
man, just replace each sin^2(x) term with (1-cos(2x))/2 and you quickly see that you only need to prove cos(80)+cos(40)-cos(20) must be zero. and that is trivial. just convert the first two terms into multiplication and it is directly equal to the last term, done. the whole thing takes maybe 2 minutes and in 4 lines
@@PapaFlammy69 you ever hear of the problem where the two old math professors run into each other? This is my FAVORITE MATH PROBLEM. They used to go to college together and are now both professors Professor 1:hey, wow, I can’t believe it’s you! It’s been so long! How have you been blablabla add your own details Professor2: great! I now have three kids! P1:no way! How old are they? P2: well, the product of their ages is 36! So their ages are factors of 36 P1: I’m afraid I still do not know P2: this will help, the sum of their ages is exactly the same as our old dorm room number that we shared in college! P1: I’m sorry, I still don’t know. P2: Well, my oldest has RED HAir. P1: Ok, got it! Do you? Funklord07@gmail.com if you give up and want an answer. If you think you know it, you don’t know it. You’ll know when you know:) enjoy!!! I’m typing on a phone, but when you share, add detail to their convo and backstory. Have fun with it.
Please take a look at this, Imagine a cube of side 10 cm. And you start cutting from all dimensions by halve. So you end up with 4 cubes of 5 cm side. Repeat with one of the cubes. So you end up cubes of 2.5 cm side. Lets calculate when the side reaches 0 cm The division is geometric. So we use the formula Un = a. r^n-1 un=0 a= 10 r=0.5 0= 10. (0.5) ^ n-1 n= ∞ So we can't destroy matter, nor create it from zero, when how it was all created? In Islam, God names are The First, The creator, the able, the Accountant, Allah. So this proves that creation must be created from God, that we worship and is worthy of worship 5 times a day. Please belive in Islam and prophet Muhammed who said: '' who takes a road where he touches science God eases for him his way to heaven. '' And god has said in the Quran (هُوَ ٱلَّذِی جَعَلَ ٱلشَّمۡسَ ضِیَاۤءࣰ وَٱلۡقَمَرَ نُورࣰا وَقَدَّرَهُۥ مَنَازِلَ لِتَعۡلَمُوا۟ عَدَدَ ٱلسِّنِینَ وَٱلۡحِسَابَۚ مَا خَلَقَ ٱللَّهُ ذَ ٰلِكَ إِلَّا بِٱلۡحَقِّۚ یُفَصِّلُ ٱلۡـَٔایَـٰتِ لِقَوۡمࣲ یَعۡلَمُونَ) [سورة يونس 5] 他曾以太阳为发光的、以月亮为光明的，并为月亮而定列宿，以便你们知道历算。真主只依真理而创造之。他为能了解的民众而解释一切迹象。 Please share it with
This just looks like a version of Zeno's Paradox, with a religious appeal appended to the end. From a modern mathematical standpoint Zeno's Paradox and its cousins just aren't interesting since we have the delta-epsilon definition of a limit and all the properties of limits which can be extrapolated from that definition. From a historic standpoint there are some interesting arguments used prior to the delta-epsilon limit, such as Archimedes and his Method of Exhaustion.
*_Holy ass crack, we've got quite some relevant links today_* Make sure to check some of them out to support the channel
holy ass crack indeed, math guy
I like your video brother I miss you
Papa is Andrew starving right now in the basement?
Noice
(Such a sinfully problem)
A nice problem would be to generalize this to find all x s.t. Sin^2(x) - Sin^2(2x) - Sin^2(4x) = -1/2 you can show that Cos^2(x) - Cos^2(2x) - Cos^2(4x) intersects the sine one always on y = -1/2
Get a load of THIS guy, would ya
I feel that is your response periodically, if you can't come up with some abstract insult. Something tells me you have a nokia phone.
Bruh , I’m 16
@@justinnettnin9209 something tells me you haven’t have faced wrath of nokia 3310 or else you wouldn’t have dared to insult nokia
Andrew! Get back to the basement so you get Jens back to the basement below that.
About
"Get a Load of this Guy" is an idiomatic expression that can either be used to acknowledge a witty remark made by another person or poke fun at the complacency of such remark. In online discussion forums and comments, the phrase is most often iterated in the form of reaction images in which various characters are making a pointing gesture.
Source - knowyourmeme.com
I am not sure where this applies though, the timestamps are gold, Sorry to ruin the joke if anyone was having fun, I wasn't
I would prove it by this way:
LHS = sin²10 - sin²20 - sin²40
= (1 - cos20)/2 - (1 - cos40)/2 - (1 - cos80)/2
= (-cos20 + cos40 + cos80 - 1)/2
= (cos40 - 2sin50sin30 -1)/2
= (cos40 - sin50 - 1)/2
= -1/2 = RHS (Since cos40 = sin50).
How did u go from line 1 to 2?
@@syphax2207 You can take the double angle formula cos(2x) = 1-2*sin^2(x) and rearrange that into sin^2(x) = (1-cos(2x))/2
Very nice!!!
Every trick is easy
THAT IS, UNTIL YOU HAVE TO FIGURE IT OUT YOURSELF!
hello reshmi i also watch math elite
@@aashsyed1277 Hello!
@@reshmikuntichandra4535 how r u
"This is the part where he trigs you"
Yes
cute math is the best kind of math
You are my maths mentor #salute sir...
To your attention, I am currently consuming fusilli.
Oily Fusilli?
Petition to change the oily-macaroni constant to the oily-fusilli constant.
Did a geometry party with the regular nonagon. Lots of Ptolemy’s Theorem and playing around with triangles on the interior and trig ratios with the sides, diagonals and circumradii.
You always have fascinating work and videos! Cheers!
Papa be careful about making yo mama jokes cause you might end up in hospital
Timeline tags are intelligent!
High-pitched squeal opener in headphones is not cool, Papa.
Ha ha speaker gang wins
Why I’m not getting the meme
Cos(11°) please 🥺🥺
11:25 It's almost the only identity I remember from high school trig:
2 cos cos = cos sum + cos diff
And if you remember this, you should remember what cos 60° is :)
oh nice! Thx Neil :3
I started from
sin^2(x) - sin^2(2x)-sin^2(4x)
and simplified it to
-1/2+1/2cos(2x)(2cos(6x)-1)
Then substituting x = 10°
we have result
I used pythagorean identity, double angle formula and cosine of sum and difference of angles
You’re my legend, this us true
ππ flammy!!!
Tolles Video wie immer
Danke
Great job
Wow I just blinked and 13 comments appeared lol
Papa add some yellow light or use sun screen or something
Absolutely brilliant, love your videos, keep it up! :D
Hi Flammable Maths, I hope you have no hard feelings and my apology for suggesting another solution to the problem. I appreciate your teaching us on the wonderful aspect of mathematics. Keep up the good work and I will look forward to your interesting coaching on many topics of mathematics. 🙏
He is a teacher ngl but he is also a cool chad teacher who will take games period but will give you 2 games period when you have 2 maths classes back to back
yup!
Papa senpai with cute trig is back
Can u pls do a video on reimann zeta function
I always like how u draw ur eta’s :D
You’re missing squared’s in the thumbnail my dude
omfg, thank you lol
@@PapaFlammy69 also in the description :)
Bro Nice video! Does anyone know where I can buy a blackboard like the one in his video?
thanks
mein gott ist das schön
"The SON of 20 degrees"
15:20 No.2 is equal to zero (mod 2) 😂
hi
You can actually let Yourself to write on Your T-shirt the full differential eqn of simple pendulum, because You have already explained the full solution on Your channel. Best regards
The Original Papas: Papa Pythagoras, Papa Euclid, Papa Fibonacci, Papa Archimedes, Papa Al-Kwarismi, Papa Apollonius...
how dare you forget papa euler
how dare ya
So strange that you are uploading videos more than usual
A few months ago I upload every second day lol
dw tho papa will always be posting π videos per day ;)
this guy really just said sigma balls
yeye
17^200 is divided by 18, find the remainder, please help
Ohhhh i missed this Vid
np, now you've watched it, so it's all good
We are waiting For Math Avengers 🔥 in the upcoming Christmas 🎄
trigobruhmetry
man, just replace each sin^2(x) term with (1-cos(2x))/2 and you quickly see that you only need to prove cos(80)+cos(40)-cos(20) must be zero. and that is trivial. just convert the first two terms into multiplication and it is directly equal to the last term, done. the whole thing takes maybe 2 minutes and in 4 lines
Did he say sugmaballz? Lmao this fuggin guy
:D
@@PapaFlammy69 you ever hear of the problem where the two old math professors run into each other? This is my FAVORITE MATH PROBLEM. They used to go to college together and are now both professors
Professor 1:hey, wow, I can’t believe it’s you! It’s been so long! How have you been blablabla add your own details
Professor2: great! I now have three kids!
P1:no way! How old are they?
P2: well, the product of their ages is 36! So their ages are factors of 36
P1: I’m afraid I still do not know
P2: this will help, the sum of their ages is exactly the same as our old dorm room number that we shared in college!
P1: I’m sorry, I still don’t know.
P2: Well, my oldest has RED HAir.
P1: Ok, got it!
Do you? Funklord07@gmail.com if you give up and want an answer. If you think you know it, you don’t know it. You’ll know when you know:) enjoy!!! I’m typing on a phone, but when you share, add detail to their convo and backstory. Have fun with it.
You use a good number of bad words there. Hope no one reports your channel coz this is my favourite channel
nah, duck is just a name
Papa flammy, do a brain aneurysm inducing integrahl pls. uwu
999 views 111 likes
ratio is good
You are a cute problem
This is the sigma male in its natural environment
Why does that pdf sponsor ad segment feel so scripted and forced? Lmao
turn the degrees into whole numbers and just use the fundamental theory of engineering
Dude this problem is so eazy i have 2 step solution
Sin^2(10) -Sin^2(40) =-sin(50)sin(30) =-(cos40)/2
-(Cos40)/2= -0.5 + sin^2(20)
Did you know angles are counted in decrees? xD
👌👌👌👌👌
fun
YeeAAAAHeah my fam (hits A5)
Mahnus the sahn squared
:D
co-SSAN
Did you know
1/2
0.12lakh subs for 2.69 :∆
But how does a real men solve 2sigma=-1
Do you have an onlyfans?
ايلافيوه 🍎
Dad?
ye?
Yay I’m so early
Please take a look at this,
Imagine a cube of side 10 cm.
And you start cutting from all dimensions by halve.
So you end up with 4 cubes of 5 cm side. Repeat with one of the cubes. So you end up cubes of 2.5 cm side.
Lets calculate when the side reaches 0 cm
The division is geometric.
So we use the formula
Un = a. r^n-1 un=0 a= 10 r=0.5
0= 10. (0.5) ^ n-1
n= ∞
So we can't destroy matter, nor create it from zero, when how it was all created?
In Islam, God names are The First, The creator, the able, the Accountant, Allah.
So this proves that creation must be created from God, that we worship and is worthy of worship 5 times a day. Please belive in Islam and prophet Muhammed who said: '' who takes a road where he touches science God eases for him his way to heaven. ''
And god has said in the Quran
(هُوَ ٱلَّذِی جَعَلَ ٱلشَّمۡسَ ضِیَاۤءࣰ وَٱلۡقَمَرَ نُورࣰا وَقَدَّرَهُۥ مَنَازِلَ لِتَعۡلَمُوا۟ عَدَدَ ٱلسِّنِینَ وَٱلۡحِسَابَۚ مَا خَلَقَ ٱللَّهُ ذَ ٰلِكَ إِلَّا بِٱلۡحَقِّۚ یُفَصِّلُ ٱلۡـَٔایَـٰتِ لِقَوۡمࣲ یَعۡلَمُونَ)
[سورة يونس 5]
他曾以太阳为发光的、以月亮为光明的，并为月亮而定列宿，以便你们知道历算。真主只依真理而创造之。他为能了解的民众而解释一切迹象。
Please share it with
If you think also of going the inverse of the sequence (other way) 0* 2 (the oppisite of halfing) = 0
This just looks like a version of Zeno's Paradox, with a religious appeal appended to the end.
From a modern mathematical standpoint Zeno's Paradox and its cousins just aren't interesting since we have the delta-epsilon definition of a limit and all the properties of limits which can be extrapolated from that definition.
From a historic standpoint there are some interesting arguments used prior to the delta-epsilon limit, such as Archimedes and his Method of Exhaustion.