You are given a set S={S1, S2,., SK}, an integer X and a sequence A1, A2,., AM. Let's define an infinite sequence W1, W2,.: for each valid i, Wi=A((i-1)%M)+1. Then, Let's define a function F(i) for any non-negative integer i in the following way: F(0)=X, if ieS -> F(i)=0, otherwise for i#0 -> F(i)=(Summation(E from j=1 till 1)F(i-j)Wj)%(16 Develop a python code to print list of the values of F. Sample Input: 3 135 4 2 3 1 Sample Output: 2211

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
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You are given a set S={S1,S2,.., SK}, an integer X and a sequence A1, A2,., AM.
Let's define an infinite sequence W1, W2,.: for each valid i, Wi=A((i-1)%M)+1.
Then, let's define a function F(i) for any non-negative integer i in the following way:
F(0)=X, if ieS -> F(i)=0, otherwise for i#0 -> F(i)=(Summation(E from j=1 till 1)F(i-j)Wj)%(1o^9+7)
Develop a python code to print list of the values of F.
Sample Input:
3 1 3 5
4
2 3 1
Sample Output:
[3, 6, 21, 63, 0, 231]
Transcribed Image Text:You are given a set S={S1,S2,.., SK}, an integer X and a sequence A1, A2,., AM. Let's define an infinite sequence W1, W2,.: for each valid i, Wi=A((i-1)%M)+1. Then, let's define a function F(i) for any non-negative integer i in the following way: F(0)=X, if ieS -> F(i)=0, otherwise for i#0 -> F(i)=(Summation(E from j=1 till 1)F(i-j)Wj)%(1o^9+7) Develop a python code to print list of the values of F. Sample Input: 3 1 3 5 4 2 3 1 Sample Output: [3, 6, 21, 63, 0, 231]
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