logo

Assignment On Geometric Series

   

Added on  2022-09-25

3 Pages243 Words21 Views
26.
n = 1001 terms.
25.
C-
n =1
xn
n 7n
R = 7
24.
Provide honor certification.
23.
Limit value = 1
Sequence convergent.
22.
The series is convergent geometric series.
21.
The series converges by comparison test each item less than convergent geometric series.
20.
Series divergent as result from root test is e.
19.
Convergent
Sum = 9
18.
n> e^5
20
17.
Conditionally convergent
16.
The series is conditionally convergent
15.
The integral test cannot be used to determine whether the series is convergent since it does
not matter if the function is positive or decreasing on [1,∞)
14.
R = 1

End of preview

Want to access all the pages? Upload your documents or become a member.

Related Documents
Convergence and Radius of Convergence of Series
|7
|1458
|221

Series Definition & Meaning
|11
|821
|16

Limits and Convergence
|7
|1522
|1

Mathematical Models and Statistical Techniques
|12
|1347
|23

Arithmetic Progression Assignment
|10
|1152
|84

Math Assessment
|27
|3448
|34