Candidates should be able to:
- use the standard results for \(\sum r\), \(\sum r^2\), \(\sum r^3\) to find related sums;
- use the method of differences to obtain the sum of a finite series (Use of partial fractions to express a general term in a suitable form may be required.)
- recognise, by direct consideration of a sum to n terms, when a series is convergent, and find the sum to infinity in such cases.
Premium Content :
Only paid customers can view this, you can purchase this HERE
If you have paid for this course please log in.
For more information please contact us.
* For online viewing only, No Download or Print allowed *