What is t(50) Exact integer answer required. (Recursive solution might not work for this...) Answer: Question 16 Not yet answered Marked out of 4.00 P Flag question So, what are the last three digits of t(75)? in other words, what is t(75) mod 1000? Or yet in other words, what is the remainder of t(75) if you divided it by 1000? (Hint: Calculating with doubles may not cut it...) Answer: (if you seem to remember this from somewhere, it is from the Week 13 Laboratory Work) Let us define "Triple Fibonacci Series" as follows: 111 35 9 17 31 57 105... So, you start with 1 1 1. and each term after that is the sum of the previous three terms. Formally: (1) = f(2)= (3) = 1 tn) = tn - 3) + tn - 2) + tn - 1), for n = 3 The following questions concern this series