Sorry but this will only be done as examples through past papers at the moment as yes you are right I don't have time. There are so many requests for topics that I get each day from people like yourself. I hope you understand. There are other sites that you can subscribe to that do this for you if you are that desperate, my time is given for free.
no worries sir. thanks anyway. BTW you should consider forming a parternship with maths247 since he has videos on d1 which may be beneficial for others. regards
Hi sir I know how busy you must be, And I appreciate all the effort you have put into exam solutions. But could you please upload videos on Variable acceleration using vectors. Since I have been having real difficulties with it. Thank you and regards
2:00 Why did you assume that f(x) is an expanded power series?? Sir this was not an explanation but twisting words and forcing logic. Please can you tell me why did we assume the function to be a nth degree polynomial. Overall I love your other videos!!!!!
Okay what if I said suppose we have a function that is differentiable at a point and can be expanded as a power series. Then if we can show that such a series exists then surely that would suffice at this level.
Boss I didn't anyone better than you explaining further maths so smoothly.
You are great!
Best wishes and thanks.
small mistake at 6:37, it should f'''(0) not f'''(x) when dividing
You're right.
whenever i look for lectures in youtube, i look for your accent. it is so convincing. The Best !
0:39-1:40(what it enables us to and what it is)
0:54)what it is)
1:48-9:18 (where the mclarian series Derives from.)
It is amazing bro!
I salute you Sir!
who'se watching it on the night before paper 3 may 2019?
sadly, me
@@abhishubrahmecha720 How did Fp2 go for you guys. its quite a difficult module
Sorry but this will only be done as examples through past papers at the moment as yes you are right I don't have time. There are so many requests for topics that I get each day from people like yourself. I hope you understand. There are other sites that you can subscribe to that do this for you if you are that desperate, my time is given for free.
You never need to apologise - thank you so incredibly much for all of your help!
This video, is one of the best in methodology at this particular subject.
no worries sir. thanks anyway. BTW you should consider forming a parternship with maths247 since he has videos on d1 which may be beneficial for others. regards
Thanks for making this. The FP2 book doesn't explain a lot of things that well and contains a few small errors which can really throw you off.
Thank You so much.it helped me a lot.
Hi sir I know how busy you must be, And I appreciate all the effort you have put into exam solutions. But could you please upload videos on Variable acceleration using vectors. Since I have been having real difficulties with it. Thank you and regards
why do we assume that the function is of that form though in the first place?
great
Do we need to know how to derive/prove the Maclaurin series formula for the exam ?
Thanks for the vid. I missed this lesson in school but this will help me catch up
Well done. Pleased to hear it helped.
Same - it's not a nice lesson to miss, but this helped so much:D
2:00 Why did you assume that f(x) is an expanded power series?? Sir this was not an explanation but twisting words and forcing logic. Please can you tell me why did we assume the function to be a nth degree polynomial. Overall I love your other videos!!!!!
Okay what if I said suppose we have a function that is differentiable at a point and can be expanded as a power series. Then if we can show that such a series exists then surely that would suffice at this level.
@@ExamSolutions_Maths Seems plausible, I'll have to ponder over it.
Hello, will we be required to prove this formula in the exam?
HI sir, thanks so much for what you're doing, pls can u upload a video on vector equations of planes and lines
Look towards the bottom of this page in the vectors section www.examsolutions.net/further-maths/
Why did you substitute 2,3 and 4 in the second derivative f' '(x)?
thanks a lot for such a vedio
Pleased it helped. Thanks for watching