Class 11 Maths 2019 Q13, Sum to n Terms of Special Series
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- čas přidán 11. 10. 2018
- Chapter 9 Sequence and Series • 11th Class Sequences a...
Chapter 8 Binomial Theorem • 11 Class Binomial Theorem
Chapter 7 Permutation and Combination • 11 class Permutations ...
Chapter 6 Linear equalities • 11 class linear Inequa...
Chapter 5 Complex number • 11th class Complex Number
Chapter 4 PMI • 11th Class PMI
Chapter 2 Relations and Functions • 11th class Relation an...
Chapter 3 Trigonometry • 11th Class Trigonometry
Chapter 1 Sets • 11th Class Sets
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Q.Find the sum to n terms of the series whose nth term is n (n+3).
Q.Find the sum to n terms of the series:5+11+19+29+41........
R B Gautam
R B Classes
Mathura UP
9411990768
You are wonderful Sir! 🙏
So well explained sir👏👏!
Thank you very much!
Thank u so much sir 🙏 you explain very well 🙏🙏🙏 thanks a lot
Thank you sir it helped a lot.
Thanks Sir for your kind and good proof of HP.
This same is in b.tech 2 yr ..In Discrete Maths...Your video is very helpful to me🙏🙏🙏
@mr.awesomeprince677 computer science
Maine CZcams par available sari videos dekh dali magar mujhe samajh mein sirf IN SIR ka hi aaya.......
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Really good explanation sir, thank you
Rellyeaxican.sar: 1/3! + I/5!+I/7!+I/10!
You are right as I watched on I subscribed 😊
Thank u so much sir....Love u😃
Thanks sir. Your lecture really helps in our difficulties in mathematics. Big thank you.
For limit n tending to infinity ,how should we approach above three formulas? KINDLY HELP SIR
Thank you sir bohot kuch sika hai, yeah proof kisi book pe nehi ti,so you tube pe search karneke baad apka video aa gaya,or apka yeah video dekkhe sab confusion clear ho gaya,Love you from Bangladesh 🇧🇩,May god bless you.
Thanks sir a big respect to uh itne achhe se phli bar smjhi😊
marvellous explaination,best teacher
Nice sir understood everything well
I think I would fall in love with maths by this way of explanation. It's so clearly explained. Thank you " SIR "😊 so much sir . The lost interest in maths is instilled by you
Really good explanation sir thanks you 🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏
Thanku sir best explanation ❤❤❤❤
Tq so much sir. Ur xplaination is very useful to me sit
Kitab me same hi.... Kuch samghaye v (k+1) how we know?
Thank you so much sir
Very helpful video
Greeting sir you are properly encourising me and teach us and all the thing that you have teached me ,I understand all thing and thanks
Sir books me bhi yahi same to same method given hai, isko prove karne ka koi short cut method nahi hai Kya..
It was great help sir Thank u for this video sir
It’ll be a great help if you can make test videos for all the important chapters
It will be a great help.
Radhe Radhe guru Ji
Nice and subtle explanation
Thank you so much sir.
Thank you sir really great
Best explanation thanks a lot sir ❤️❤️❤️💗🙏🙏🙏🙏🙏🙏🙏🙏
Very very thank you sir 🙏😊😊😊
Thanks very much sir.
Excellent explaination 😍
Thank you sir sooo much 🎉❤
Bahut bahut dhannawad sir 🙏
Thankyou sir concept clear ho gya pura
thank you so much sir
Thanks so nice of you sir
Thank youuuuuuuuuu sir
Sir ap ne meri saari problem hi solve kardi sir Allah ap ko mazeed ilm ata famie ameen
Good explanation sir and thanku
Why we take (k+1)^3 or (k-1)^3 for prove summation of square natural??? Why we take (k+1)^4 or 4ab for prove summation of qube natura number?
Clearity of concepts that's all matter and u did it so well sir 😅
thankyou sir!
Sir thank you so much
I will pray for ur long age
Amazing sir you are great
Thanks sir ....this video is very helpfull for me..🙏🙏🙏🙏
बहुत-बहुत धन्यवाद आप अपने पढ़ाई जरूर करें
Why we took ( k+1)^3 in equation 3 ?how we know it?
My question is also same
Yes sir I also
N3 ka matlab hai
Guyz you can also call it a trick
There are various other ways too to prove this result
The reason for taking (k+1)³ was that, it contained the required variables & consants to obtain the desired outcome
If you want to know how to realise that we should use (k+1)³ only, then expand the RHS & you'll know it all by yourself 😃
Thanks for education
Thank you sir ❤❤❤❤❤❤❤
Sir, Agar aage ka bhi solve krna ho to aise hi hoga??
Bahut easy way se karya sir apne
Nice Explanation❤
Thank you sir...
Thanks Sir ❤️
Sabka intersection area kitna parts mein hote hai??
Sir aap bahut acche se samjhate ho thanks you so much sir
Sit aapaka dil sa thanku so much very good you are teaching plz make more video of methamatic
Excellent teaching sir👌👌☺☺
Why we take (k+1)^3 explain briefly
Thank youuuuuuuuuuuuuuu sir 👌👌
Preparation on exam day 😅 wonderful explanation.
Thanku so much sir
Boht confound tha mai is topic me thanx
Thank you sir ji
You're great sir ji
Thanku sir
Thanks sir
Nice explanation sir 🙏
Thanks sirr
Sir you are great
Sir, do u teach offline in mathura
u r great
God will bless you for ever ever....
How did they arrive at (k+1)³+k
V v thanks sir
Really nice ...everything crystal clear.
Sir why we need to put the (k+1)³
app bahot accha padhate hai sir
Excellent Sir
Thanks
Sir hamne 2 proved me( k+1)³ kyu lia hai
Sir why we need the (k+1)³ -k³ equation to prove this.. 🙏🙏
Yes sir
Very nice sirji
Thanku sir love from🇵🇰🦋❤️
Love sir
sir apne kuch dino se study tips ki videos nhi dali hai please unhe bhi hamse share karte rahe mere kai dost study mein weak hai aur kuch tips apse chahte hai.
Good job 👏 sir ji
Excellent
Sir aap bahut aacha samjahto ho
Konsa chapter h ye
Helpful
Sir 1*4+2*4+3*4..............+n*4 ka kya formula hoga
Sir your explanation is nice but you should take care of mistakes during calculating equation.😊
Salute to you ❤❤❤
AP jaise teacher log us duniya me Kam hai hiw casually these things toyght us
Nice video sir
thank you sir mera dimag almost kharab ho gaya tha aapne bacha liya
acha laga sir ji
What is the formula of
2+2^2+2^3+...........+n=??
2(2^n-1)
Nice ho gaya
Sir i understand all steps clearly because of you...🙏🙏...sir but one clue is that how we think this first step is used here