Answer:
The correct answer option is a. 14∑1 (-28+3n)
Explanation:
The summation notation for the given series is 14∑1 (-28+3n) where
(the index of summation or the lower limit of summation) is 1 and
(the upper limit of summation) is 14.
Putting in the values of the limit from 1 to 14 in the notation to get the first 14 terms of the series:

Therefore, first option is the correct one.