A.) Use a change of variables to generate expressions for 6 (t-t) and 6(w-wo) B. ) Use the expressions you just derived to show that & (t-t)=6(t-t) and S(w-wo)=6(wo-w) C.) Using your integral...

A.) Use a change of variables to generate expressions for 6 (t-t) and 6(w-wo)<br>B. ) Use the expressions you just derived to show that & (t-t)=6(t-t) and<br>S(w-wo)=6(wo-w)<br>C.) Using your integral representations for 6, show that the following are Fourier<br>pairs<br>e^jwot<>2pi8(w-wo)<br>2pi6(t-to)<>e^jwT<br>

Extracted text: A.) Use a change of variables to generate expressions for 6 (t-t) and 6(w-wo) B. ) Use the expressions you just derived to show that & (t-t)=6(t-t) and S(w-wo)=6(wo-w) C.) Using your integral representations for 6, show that the following are Fourier pairs e^jwot<>2pi8(w-wo) 2pi6(t-to)<>e^jwT

Jun 04, 2022

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A.) Use a change of variables to generate expressions for 6 (t-t) and 6(w-wo) B. ) Use the expressions you just derived to show that & (t-t)=6(t-t) and S(w-wo)=6(wo-w) C.) Using your integral...

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