Question
Given two vectors A[n] = [1 355 715] B[n] = [2 2 8 75] Arrows show...
![Given two vectors A[n] = [1 355 715] B[n] = [2 2 8 75] Arrows show the zero point. For A[n], the index n = (-2,-1,0, 1, 2, 3,](https://i.imgur.com/SbMTBLu.png)
Given two vectors A[n] = [1 355 715] B[n] = [2 2 8 75] Arrows show the zero point. For A[n], the index n = (-2,-1,0, 1, 2, 3, 4] and for B[n], the index n = (-1,0, 1, 2, 3). Calculate the C[n] = A[n] conv B [n]. Using either the numerical method or the table method. Detailed steps must be provided for full credit. Draw or plot A, B, and C.
Answers
convolution using tabulas methods A[n] - [1 35 5 7 15] B[n] = [2 28 - 5] we have to find n] = A[r] # B/h] length of a[n] = 7 length of 8(n = 5= 12 length of e[n] = dptly I = 715-) AQ , 3 % 5 1 1 5 T 60 1014 10 sa 2 6 10 10 14 210, 88 24 40 4056 1/35 35 49/ 5 15 15/25/5/3/5/25 + 07 CCM) Elements are sum of diagonal ElenaulyCO3 = {2,8, 24, 51, 90, 106, 128, 92, 2 82, 40,25} origin at 51. plot of Ai A(n=1135 5715] -2 - 1 2 3 4 plot of Bf vn = [2 2 8 7 5] 21 21 0 -1 1 2 3plot of cano [0-१२,४, २५, 5, १०, 166 , 128, १२, ११, ५०,25] 106 40 २५.31 2012345617
![convolution using tabulas methods A[n] - [1 35 5 7 15] B[n] = [2 28 - 5] we have to find n] = A[r] # B/h] length of a[n] = 7](https://i.imgur.com/WhoNJ6l.png)
![CO3 = {2,8, 24, 51, 90, 106, 128, 92, 2 82, 40,25} origin at 51. plot of Ai A(n=1135 5715] -2 - 1 2 3 4 plot of Bf vn = [2 2](https://i.imgur.com/zRBYdXC.png)
![plot of cano [0-१२,४, २५, 5, १०, 166 , 128, १२, ११, ५०,25] 106 40 २५.31 2012345617](https://i.imgur.com/DgiDvPS.png)
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