How can we remove something out of the sigma notation? ||P|| would represent a small length from b-a or equat to b-a. While ∆x in sigma function would give b-a. Please clear the query.
We can take a partition with a very small norm. Here epsilon is a small number. If you divide it by (f(b)-f(a)) then it will be very small. Then also it is possible to find partition with very small norm.
Great explanation sir❤
Explanation is really easy to understand . Thankyou sir
Thank a lot ✨ sir it is very easy to understand for me your way of explaining is too easy and simple thanks again ❤
Please upload videos on Riemann stieltjes integral
The Ami of the theoram is simply but choose is difficult why we choose norm of p is less than €/ f(b)-f(a) .
How can we remove something out of the sigma notation?
||P|| would represent a small length from b-a or equat to b-a.
While ∆x in sigma function would give b-a.
Please clear the query.
Thank u so much sir😊❤️
Excellent👏👏
Thank you sir
Thanks Sir
Thank you
How do we do for decreasing
Sir
How norm p lessthan epsilon/f(b)-f(a)
We can take a partition with a very small norm. Here epsilon is a small number. If you divide it by (f(b)-f(a)) then it will be very small. Then also it is possible to find partition with very small norm.
It can be done by introducing more points in the partition
Anyone in University of Moratuwa?
@@sgeeth no
ya
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Good morning