Given sequence us neither arithmetic sequence nor geometric sequence.
What is sequence?
"It is the list of elements arranged in particular order."
What is an arithmetic sequence?
"It is a sequence in which consecutive terms have common difference."
What is geometric sequence?
"It is sequence in which consecutive terms have common ratio."
For given example,
we have a sequence 10; 110; 1,110; 11,110; . . .
If we take the difference between consecutive terms then it would be,
110 - 10 = 100
1110 - 110 = 1000
11110 - 1110 = 10000
this means, the difference between consecutive terms is not constant.
So, given sequence is not an arithmetic sequence.
Now, we take the ratio between consecutive terms then it would be,
110/10 = 11
1110/110 = 10.09
11110/1110 = 10.009
this means, the ratio between consecutive terms is not constant.
So, given sequence is not a geometric sequence.
Therefore, given sequence us neither arithmetic sequence nor geometric sequence.
Learn more about sequence here:
https://brainly.com/question/11266123
#SPJ2
