Answer:
110
Explanation:
Given sequence: 355,348,341,.....
Now, finding the 36th term of the sequence.
∴ we know the formula for sequence is

Where a is the first term, n is the nth term which we need to find and d is the difference between two adjacent term.
∴ a= 355
n= 36
d=

Next, substituting the value in the formula

⇒

Opening the parenthesis
⇒

∴

∴ 36th term of the sequence is 110.