sinc function properties Review Consider the Fourier Transform is G(f) = 1.3sinc(0.02nf). Select an answer and submit. For keyboard navigation, use the up/down arrow keys to select an answer. a Its peak magnitude is -1.3, and its phase is either 0 or TT. b Its peak magnitude is 1.3, and its phase is 0. Its peak magnitude is 1.3, and its phase is TT. d Its peak magnitude is 1.3, and its phase is either Tt or 0. Correct Answer:

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How do I find the phase of this sinc function?

**sinc function properties**

**Review**

Consider the Fourier Transform is \( G(f) = 1.3 \text{sinc}(0.02 \pi f) \).

Select an answer and submit. For keyboard navigation, use the up/down arrow keys to select an answer.

- **a** Its peak magnitude is -1.3, and its phase is either 0 or \(\pi\).
- **b** Its peak magnitude is 1.3, and its phase is 0.
- **c** Its peak magnitude is 1.3, and its phase is \(\pi\).
- **d** Its peak magnitude is 1.3, and its phase is either \(\pi\) or 0.

**Correct Answer:**

- **d** - Its peak magnitude is 1.3, and its phase is either \(\pi\) or 0.

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Transcribed Image Text:**sinc function properties** **Review** Consider the Fourier Transform is \( G(f) = 1.3 \text{sinc}(0.02 \pi f) \). Select an answer and submit. For keyboard navigation, use the up/down arrow keys to select an answer. - **a** Its peak magnitude is -1.3, and its phase is either 0 or \(\pi\). - **b** Its peak magnitude is 1.3, and its phase is 0. - **c** Its peak magnitude is 1.3, and its phase is \(\pi\). - **d** Its peak magnitude is 1.3, and its phase is either \(\pi\) or 0. **Correct Answer:** - **d** - Its peak magnitude is 1.3, and its phase is either \(\pi\) or 0. Buttons: - Show Submitted Answer - Hide Correct Answer - Check My Answer
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