QUESTION 1 Let z [n] =x [n] *y[n]. How many of the following sequences are equal to z[n-n,+n,]? x [n-n+n2] *y[n-n+n2] x [n-n]*y[n+n2] x [n+n2] *y[n-n] x [n-n+n,] *y[n] x [n] *y[n-n+n2] O 2 O 3 O 4 O None of them

Introductory Circuit Analysis (13th Edition)
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**Question 1**

Let \( z[n] = x[n] * y[n] \).

How many of the following sequences are equal to \( z[n-n_1+n_2] \)?

1. \( x[n-n_1+n_2] * y[n-n_1+n_2] \)
2. \( x[n-n_1]*y[n+n_2] \)
3. \( x[n+n_2]*y[n-n_1] \)
4. \( x[n-n_1+n_2] * y[n] \)
5. \( x[n] * y[n-n_1+n_2] \)

Options:
- ○ 1
- ○ 2
- ○ 3
- ○ 4
- ○ 5
- ○ None of them
Transcribed Image Text:**Question 1** Let \( z[n] = x[n] * y[n] \). How many of the following sequences are equal to \( z[n-n_1+n_2] \)? 1. \( x[n-n_1+n_2] * y[n-n_1+n_2] \) 2. \( x[n-n_1]*y[n+n_2] \) 3. \( x[n+n_2]*y[n-n_1] \) 4. \( x[n-n_1+n_2] * y[n] \) 5. \( x[n] * y[n-n_1+n_2] \) Options: - ○ 1 - ○ 2 - ○ 3 - ○ 4 - ○ 5 - ○ None of them
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