areey now I got remember where I listened the word "GOLDEN RATIO" last time..In the movie "Super 30" "tmhare chehare pe par feee nhi hai 😂😂" Sir now I definitely want a lecture on it
Thank you stranger, I was solving it and ended up finding the sum of the sides only, your comment made me recheck my solution and fix it accordingly. Thank you. So glad that this community is so helpful.
We can easily calculate the area of first sqaure which is 2 unit square. Imagine all the squares are shrinking down to its half value infinitum... 2 + 1 + 1/2 + 1/4 + 1/8 + ••• + 1/∞ =2 + 1 + 1= 4 Ans. Think this problem geometrically👍
""Aaloo Sade Sade , tamatar gale gale ,sir aapne hame titar bana diya , rajai me pade pade ""❣️❣️ And plz tell us more about golden ratio ((blessing from Dehradun))
@@aishanshuike882 Diagonal of square is equal to Diameter of circle , if square is inscribed in circle ...equate them , u will get A1 = 2 A2 = 1 A3 = 1/2 A4 = 1/4 and so on .... These terms are in Infinite GP
Good Morning/Afternoon/Evening whenever you are watching this.... Sir please provide us the lectures on left portions of Trigonometry.....🤗🤗 Also please tell us about the sum of HP, supposition of terms in HP, relationship between AM/GM/HM.... 🤗🤗🤗And how to find AM/GM/HM of more than two terms...🤗🤗🤗🤗 Also a special lecture on logarithms.... ✍🏻✍🏻✍🏻✍🏻✍🏻 Cordially Thanks for your precious teaching 🔥
Sir please launch JEE 2022 batch after March so that we can start our prepration early. Edit :- Sir maths ke liye Aman Sir is the bestest. 2nd Edit :- I don't think that it is possible to get Aman Sir as our Maths teacher in JEE 2022 batch but I think something big is gonna to be happens.
00:00: Introduction to sequences and series, focusing on Arithmetic (A.P.), Geometric (G.P.), and Harmonic Progressions (H.P.). 04:30: Explanation of Geometric Progression (G.P.) and how to identify its terms through examples. 11:15: Discussing the concept of Arithmetic-Geometric Progression (A.G.P.) and its formation by combining A.P. and G.P. 20:45: Detailed breakdown of how to derive the sum of terms in A.G.P. using formulas. 30:10: Introduction to Harmonic Progression (H.P.) and its relationship with A.P. through reciprocal terms. 38:20: Insight into deriving the sum of terms in H.P. and the significance of finding reciprocals. 44:00: Summary of the session emphasizing the importance of understanding various progressions for JEE preparation.
Sir aapki entry ek dam BHANNAT hoti hai....Maza aa gaya....Video ki starting mein hi maza aa jata hai ki video ko band karne ka mann nahi karta...Thank you Alakh sir and team🙏🤗
46:20 -- SIR HW. QUESTION ANSWER IS---: 4 Bcz, the resulting sequence will be:-- 2 + 1 + 1/2 + 1/4 + 1/8 + 1/16 + 1/32 +...................+Infinity hence, 2+[ 1 + 1/2 + 1/4 + 1/8 + 1/16 + 1/32 +...................+Infinity] The Sequence in the Brackets is the Sum of Infinity G.P. With Common Ratio = 1/2 hence as |r| < 1, We can use S= a / 1-r --- S = 2+[1 / 1-(1/2)] ----S = 2+2 ----S = 4 Answer
Sir i need your help, my 11 th exams are on 6 th march maths paper how can i prepare for that, bt acquiring that i have not learn anything till now please help
Yes sir we want lecture on golden ratio. Plz sir ❤️❤️. I didn't able to understand maths earlier because my teacher didn't explain me in this better way. Whenever i ask him about my dobuts. then he simply ignores me. And sometimes removes me from class, and used to say that u can't do it. You have taken wrong subject. He is too rude, I was really disappointed 😔😔. But you changed my perception towards mathematics. now i am understanding in best way. I can't thank you in these small words. You deserve a lot than these some lines. ❤️❤️.
1:38 - Start of A.G.P.
28:47 - Start of H.P.
Nice
Thank you bro
Baap ko mat skiha 🧠
Thanks Bhai 🥲
@@Vanshul0069 😂😂
yes we want a session on The Golden Ratio
Yes sir we want a video on golden ratio
Fibonacci sequence you want huh
@@metawhirl4609 computer m bhi aata h isliye. Hm sb ne optional m CSc liya h
The golden ratio is 1.618
@@solenoid6545 root 5-1/2
areey now I got remember where I listened the word "GOLDEN RATIO" last time..In the movie "Super 30" "tmhare chehare pe par feee nhi hai 😂😂" Sir now I definitely want a lecture on it
Yess you are right.
ua-cam.com/video/xm40afLBNXw/v-deo.html ye dekho bhai🤣
@@IshaansGoodLife sahi hai bhai
par babita is missing
Sir to kho gye 😭😭😭
@@Jasbirkaurgill22 new channel hai unka BHANAT MATHS
We want golden ratio lecture... that is much needed
Great working
bruh boi just saying , on a paper try finding it using sum of n terms in ap using a is 1/a i got it
Golden lecture ratio 😂
Did you in , IITM ?
Sir, We need a video on Golden Ratio
Answer of hw qtn - 4 sq. units.
[It was an decreasing infinite GP (2, 1, 0.5,..) whose sum is 4]
Sathik 😀😀
Thank you stranger, I was solving it and ended up finding the sum of the sides only, your comment made me recheck my solution and fix it accordingly. Thank you. So glad that this community is so helpful.
Ye sir we want lecture on Golden ratio😍
Thank you for each and every thing you are doing for us🙏🏻
Yes sir we want a lecture on Golden ratio.
Yes we want a lecture on golden ratio
Bhai like nai comment kro
@Kashyap Singh fake hai don't open it.
@@its_yash936008
Yes we want to understand everything about golden ratio😊
41:39 Sure Sir 😄
Pls syllabus completion k baad *Golden Ratio* par lecture...
Ab toh curiosity bani rahegi lecture k liye 😁😅😅
yaaa i also want
aur shayad "SUPER30 " me isase related kuch h bhi
TQ❤️
ua-cam.com/video/xm40afLBNXw/v-deo.html ye dekho bhai🤣
Hey friends,
We can use the formula
(a / 1-r ) + dr/(1-r)² for infinite agp also. Hope it helps!
Thanks
@@avinash703 :D
That doesn't work quite right when first term is a multiple of r. And even after taking r common, it fails in a few situations.
Yes sir hame golden ratio ka lecture chahiye
Super thirty vala golden ratio
ua-cam.com/video/xm40afLBNXw/v-deo.html ye dekho bhai🤣
Yes want golden ratio.
45:00 ans of hw --> 4unit square
We can easily calculate the area of first sqaure which is 2 unit square.
Imagine all the squares are shrinking down to its half value infinitum...
2 + 1 + 1/2 + 1/4 + 1/8 + ••• + 1/∞
=2 + 1 + 1= 4 Ans.
Think this problem geometrically👍
अलख sir हमेशा बच्चों का भला सोचते हैंइसलिए ज्यादा से ज्यादा फिजिक्स वाला ऐप को सपोर्ट कीजिए🙏🙏🙏
""Aaloo Sade Sade , tamatar gale gale ,sir aapne hame titar bana diya , rajai me pade pade ""❣️❣️ And plz tell us more about golden ratio ((blessing from Dehradun))
Sir pls teach us about the golden ratio
Reply me kya kar rha hai bhai comment karna
Ans of last ques
Sum of all the areas of all the squares = 4 unit ²
Bro can u tell how u find it
@@aishanshuike882 Diagonal of square is equal to Diameter of circle , if square is inscribed in circle ...equate them , u will get A1 = 2
A2 = 1
A3 = 1/2
A4 = 1/4 and so on ....
These terms are in Infinite GP
I got that bro before itself , then too thanks for reply
According to me the answer of homewo question is 4
As the areas of square are in G.P with common ratio 1/2
But how ?
Can you send me your solution please
41:30
Yes sir, please make a video on golden ratio whenever your schedule allows.
Your how much syllabus completed of class 11 for jee??
@@adii18s very less 30-40%
Good Morning/Afternoon/Evening whenever you are watching this....
Sir please provide us the lectures on left portions of Trigonometry.....🤗🤗
Also please tell us about the sum of HP, supposition of terms in HP, relationship between AM/GM/HM.... 🤗🤗🤗And how to find AM/GM/HM of more than two terms...🤗🤗🤗🤗
Also a special lecture on logarithms.... ✍🏻✍🏻✍🏻✍🏻✍🏻
Cordially Thanks for your precious teaching 🔥
There is no sum for HP 💀
Sir please launch JEE 2022 batch after March so that we can start our prepration early.
Edit :- Sir maths ke liye Aman Sir is the bestest.
2nd Edit :- I don't think that it is possible to get Aman Sir as our Maths teacher in JEE 2022 batch but I think something big is gonna to be happens.
Ha
@@AnishThe01 Why? Amit sir is also good
Plz support me ❤️
Yesss
@@sajalshrivastava6227 ghanta
sir sum of infinity in agp ======>> a/1-r + (rd)/(1-r)^2 timming 23:00
Ans of H.W. is :-
The required series is 2, 1, ½_ _ _ _ _.
Sum of areas of infinite squares = 4 sq. units
Thanks
Correct✔✔✔✔✔✔
Bro r kaise pta lga
Golden Ratio is 1:1.26...🙏🙏🙏
When you finally get something good, enjoy it. Don't always go looking for something better...❤️👍🌺🌱
Aapke itne saare subscribers hai😯😯
@@Lucifer-pj8vc ha yrr 😜😜😜😜
Nice observation!!
Dp ki vajah se syd 🤣🤣🤣
TQ very much ❤️
@@darakhshayasmeen Nhi mai to waise hi 😅 information ke liye 😁
Sir answer of homework question is 4 unit sq. The series of decreasing area of square is 2,1,1/2,1/4,.........
33:49
Ap bole to arithmetic progression
Alakh Pandey mt samajhna
🤣🤣🤣🤣🤣🤣😜😜😜😜😜
00:00: Introduction to sequences and series, focusing on Arithmetic (A.P.), Geometric (G.P.), and Harmonic Progressions (H.P.).
04:30: Explanation of Geometric Progression (G.P.) and how to identify its terms through examples.
11:15: Discussing the concept of Arithmetic-Geometric Progression (A.G.P.) and its formation by combining A.P. and G.P.
20:45: Detailed breakdown of how to derive the sum of terms in A.G.P. using formulas.
30:10: Introduction to Harmonic Progression (H.P.) and its relationship with A.P. through reciprocal terms.
38:20: Insight into deriving the sum of terms in H.P. and the significance of finding reciprocals.
44:00: Summary of the session emphasizing the importance of understanding various progressions for JEE preparation.
0:25 "kaise hai aap log" in carryminati style 😂😂
😂😂😂🤣🤣
@Anshu yadav yes bro 🔥🔥😂
Sir samj m a rha hai achhe se.....ek dam bhannnnnnaaatt pdayi chl rhi h.
The man who is recording lecture on his leave
Thanku sir❤
Thoda rasayan leela wale sir ko bhi boldo woh bbi extra class lele
Bro wo bhi daily aate hai
@@pranjaltiwari1788 kaash
@@yesh_grg wo srf kal nhi aayr the otherwise roz aate hain
@@pranjaltiwari1788 Your how much syllabus completed of class 11 for jee??
@@yesh_grg Your how much syllabus completed of class 11 for jee??
Really we all miss you on this PW Platform
what happened ?
Sir aapki entry ek dam BHANNAT hoti hai....Maza aa gaya....Video ki starting mein hi maza aa jata hai ki video ko band karne ka mann nahi karta...Thank you Alakh sir and team🙏🤗
Jai hind sir
Sir we want lecture on Golden ratio after our syllabus is completed
as it's name has golden.. 😍
S sr we want golden ratio
Silver, platinum , daimond bhi hoga is math ki maya m janaa h hmko apke sath 🤤👍
Your how much syllabus completed of class 11 for jee??
@@adii18s create a group for discussion 😄
46:20 -- SIR HW. QUESTION ANSWER IS---: 4
Bcz, the resulting sequence will be:-- 2 + 1 + 1/2 + 1/4 + 1/8 + 1/16 + 1/32 +...................+Infinity
hence, 2+[ 1 + 1/2 + 1/4 + 1/8 + 1/16 + 1/32 +...................+Infinity]
The Sequence in the Brackets is the Sum of Infinity G.P. With Common Ratio = 1/2
hence
as |r| < 1,
We can use S= a / 1-r
--- S = 2+[1 / 1-(1/2)]
----S = 2+2
----S = 4 Answer
SIR , FROM 00:00 TO 46:52 AGP &HP KI KATRE KATRE SAMAJ AGYI EK DAM BHANNNAT TRIKE SE❤️
Katre katre😂😂
Your how much syllabus completed of class 11 for jee??
@Aditian only sequences nd series kiya hai abhi baad me soche ge 12th ka calculus pura nhi hua h abhi to basics ata h bs
@@nehaprajapati8119 jee 2022 aspirant??
answer of home work question is 2unitsquare
Yes sir golden ratio pr lecture chahiye hme 😍
Sir
Agar question aya cos(x-y), cosx, cos(x+y) -------hp me ahe
So find cosx, 1/secx=______
Sir Ji Syllabus Ke baad Golden Ratio pr vdo bnaadena🔥 thank u sir ji❤️
Yes sir please make video on GOLDEN RATIO 🔥
sir got it the question at 24:22 as 9/2 sir
LOVELY SESSION SIR ❣
U r best teacher of math sir 😍❤
Hw Answer
2, 1, 1/2, 1/4, ....
S = 4[1 - 1/2^(n-1)] unit^2 (simplified)
if n = ∞
S = 4 unit^2
Very Helpful Sir...I have understood all concepts 🤗
HW 4 is the sum it is an infinite decreasing gp with common ratio 1/2 and gp is 2,1,0.5,0.25------1/0
41:30 yes sir please do that golden ratio lecture seems quite interesting
Kaise itne aage pahunch gye🤔🤔🤔🤔
@@darakhshayasmeen direct last 10 min se dekhke🤣🤣🤣
are bhai 🙄kitne speed pe dekh rahe the 😂
@@iit1949 time travel kiya he saayad🤣🤣
@@bhannaataspirant2403 😂😂oo bhai 😂
Answer of last homework question
A1 + A2 + A3+...... is ( 4 )
Thanks sir for providing a great lecture 👌 👍
ua-cam.com/video/GvMtPtnQGdA/v-deo.html Alakh Sir on Hud Hud Dabangg 😂😂😂😂
❤❤
Hw question ans. 4unit^2 done by sum of infinite G.P.
Don ki Bhannat 🔥 entry..
To kaise hai aaplog 😍
46:19
Ans -4 unit square
13:54
n-1 terms samajh me a gyi
Yes sir golden ratio par video banaiye
30:57 smjh rhe ho 😂😂
Haha harsh beniwal
Homework Question ka answer h
4 unit ²
2+1+(1/2)+(1/4)+(1/8)...
Sir ek request hai😥🙏🙏🙏🙏 aap pls apni tabiyat ka khayaal rakhiye sir
Syllabus chahe thoda rah bhi jaaye to koi baat nhi🙂
Golden ratio =1.618 .Source-Super 30
We want a special lecture of golden ratio
Yes sir we are very interested to know about GOLDEN RATION.....🙏
Sir gold to cahiye
Sir your teaching is just amazing
✨
Answer of H.W question is 1 unit².
Bhannatt shayari by aman sir
To kaise hai aap log in style of carry
Golden Ratio=1.6.8 ratio of every beautiful objects!! Am I right sir?
"4" is the answer.
46:13 Sir Answer to homework ques is 4
Sir we want a lecture on golden ratio
Is that "|x|
Sir i need your help, my 11 th exams are on 6 th march maths paper how can i prepare for that, bt acquiring that i have not learn anything till now please help
Do nceret book of maths
Many of ncrts problem are actually good go on
Jitna ho gya h use NCERT se kr le bhai bas ab toh yahi ho skta hai
Hello, I just wanted to say that sir made a mistake at 34:32,
HP = 1/[a+(n-1)d] and not 1/a + (n-1)d
Both are same
YES SIR WE WANT A LECTURE ON GOLDEN RATIO !!!😃
Yes sir ....please make video on Golden ratio
Super 30 movie jbb se dekha h tb se Golden ratio ke baare me janna chahtui hu
Yes sir we want lecture on golden ratio. Plz sir ❤️❤️.
I didn't able to understand maths earlier because my teacher didn't explain me in this better way. Whenever i ask him about my dobuts. then he simply ignores me. And sometimes removes me from class, and used to say that u can't do it. You have taken wrong subject. He is too rude, I was really disappointed 😔😔.
But you changed my perception towards mathematics. now i am understanding in best way. I can't thank you in these small words. You deserve a lot than these some lines. ❤️❤️.
The way you speak english makes sense as to why he cast you out of his classes and ignored you
last question 4 sq unit sir....i got answer
2+1+1/2+ 1/4 ......infinity
Sn= a/(1-r) = 2/(1-1/2) = 4
😅
Golden ratio
13:53 Ha Sir samajh mein aa gaya ekdum bhannatly🔥🔥
Bhaannaat ❤️
Plz support me ❤️
Sir padhate aise hae jaise hamme kuch bhi ni ata par question aese puchte hae Jaese hame sab ata hae
Yes sir we want a lecture on "Golden Ratio"
Ans of last que (HW) is 1
Yes sir, we need a video on golden ratio 👍
Golden ratio is nothing but (1+√5)/2 it a roots of this quadratic :
x^2 - x-1= 0
Apne ko gold nhi golden ratio chahiye 😅
42:25 sir aapne at a time kaise multiply and divide kiya ? Konsa rule hame ye batata hai?
23:41 my ans is 9/2
Me too
Sir,
You're wizard of Mathematics...❤
I am bio student like karne ke liye aa hu
Sir(hw)ka ans 4unit sq aaya shi he kya???
46:18 H.W. 2/1-√2
Or. -2(1+2√2)
😊😊ok😊😊
😂😂
Mast sir thanks make one short concept and only question practice video
Sir limits kab hoga
ua-cam.com/video/GvMtPtnQGdA/v-deo.html Alakh Sir on Hud Hud Dabangg 😂😂😂😂
Congratulations 🎉🎉🎉🎉 10 million subscribers
Superb lecture full clarity sir❤️❤️❤️
Answer of the H.W. question in 4
The areas will be 2, 1, 1/2, 1/4,........∞
which are in G.P.
13:54 (n-1) terms samaj me a gaya
Yes sir please make a video on golden ratio I am also curious about the sum of hp terms
WE NEED GOLDEN RATIO QUESTION