Answer:
Option (b) is correct.
35th term of an arithmetic sequence is 197.
Step-by-step explanation:
Given :
We have to find the 35 term of an arithmetic sequence whose
For an Arithmetic sequence the general term is given as ,
where a is first term ,
n is number of term
d is common difference,
Thus, the 18th term
We have , solving for d , we have,
Thus,
Divide both side by 17, we get,
Now, 35th term of an arithmetic sequence is given by,
Substitute, a and d , we get,
Thus, 35th term of an arithmetic sequence is 197.
Option (b) is correct.