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Can you provide an example of what we need to do for question 5? | Can you provide an example of what we need to do for question 5? | ||
:Look in your course notes. Locate the place where we got the expression for the frequency response from a difference equation. Look at all the steps we carried out in order to get that expression: to answer part a), just carry out these steps in reverse order. -pm | :Look in your course notes. Locate the place where we got the expression for the frequency response from a difference equation. Look at all the steps we carried out in order to get that expression: to answer part a), just carry out these steps in reverse order. -pm | ||
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+ | for question 5, I'm having a hard time dealing with the second frequency response. The bottom is not factorable, and I'm not sure how to deal with it. If it factored, I could easily use a formula from the table, but it doesn't factor. Am I missing something? | ||
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[[HW7_ECE301_Spring2011_Prof_Boutin|Back to HW7]] | [[HW7_ECE301_Spring2011_Prof_Boutin|Back to HW7]] | ||
[[2011_Spring_ECE_301_Boutin|Back to ECE301 Spring 2011, Prof. Boutin]] | [[2011_Spring_ECE_301_Boutin|Back to ECE301 Spring 2011, Prof. Boutin]] |
Revision as of 16:25, 10 March 2011
HW7 discussion, ECE301 Spring 2011, Prof. Boutin
I think the table of DT Fourier Transform pairs has a mistake. where it says $ (n-1)a^nu[n] $ it should be $ (n+1)a^nu[n] $ instead according to the book and our notes.
- It's possible. Are you sure that your notes are correct? Can you find a way to double check? If so, then go ahead and change the formula in the table. It's a collective table after all!-pm
Can you provide an example of what we need to do for question 5?
- Look in your course notes. Locate the place where we got the expression for the frequency response from a difference equation. Look at all the steps we carried out in order to get that expression: to answer part a), just carry out these steps in reverse order. -pm
for question 5, I'm having a hard time dealing with the second frequency response. The bottom is not factorable, and I'm not sure how to deal with it. If it factored, I could easily use a formula from the table, but it doesn't factor. Am I missing something?