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What is the order of the four operations that are needed to be done on h(k) in order to convolute x(k) and h(k)?

Step-1:Folding
Step-2:Multiplication with x(k) UZU
Step-3:Shifting
Step-4:Summation

A. 1-2-4-3
B. 1-3-2-4
C. 2-1-3-4
D. 1-2-3-4

1 Answer

6 votes

Final answer:

The correct sequence for convolving x(k) and h(k) is folding, then multiplication with x(k), followed by shifting, and ends with summation. The correct answer is A. 1-2-4-3.

Step-by-step explanation:

The correct order of the four operations needed to convolute x(k) and h(k) is as follows:

  1. Folding
  2. Multiplication with x(k)
  3. Shifting
  4. Summation

This sequence ensures that the operation of convolution is carried out correctly. To summarize, the operations begin with folding h(k), which involves reversing the function. Next, this folded version is multiplicated with x(k). After that, the result is shifted, which allows you to align the functions as needed for summation. Finally, summing all values provides the convoluted output. Therefore, the correct answer to the student's question is A. 1-2-4-3.

The correct order of the four operations needed to convolute x(k) and h(k) is folding, multiplication, shifting, and summation. Explanation: The correct order of the four operations needed to convolute x(k) and h(k) is: Step 1 - Folding, Step 2 - Multiplication with x(k), Step 3 - Shifting, Step 4 - Summation. Therefore, the correct answer is A. 1-2-4-3.

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