Quiz on Fourier Transform Pair: Frequency and Time Domain
Multiple Choice-Test
Chapter 11.03
Fourier Transform Pair: Frequency and Time Domain
1. Given two complex numbers: [pic]. The product [pic]can be computed as
A) [pic]
B) [pic]
C) [pic]
D) [pic]
2. Given the complex number [pic]. In polar coordinates, the above complex number can be expressed as [pic], where [pic] and [pic] is called the amplitude and phase angle of [pic], respectively. The amplitude [pic] can be computed as
A) 3
B) 4
C) 5
D) 7
3. Given the complex number [pic]. In polar coordinates, the above complex number can be expressed as [pic], where [pic] and [pic] is called the amplitude and phase angle of [pic], respectively. The phase angle [pic] in radians can be computed as
A) 0.6435
B) 0.9273
C) 2.864
D) 5.454
4. For the complex number [pic] the phase angle [pic] in radians can be computed as
A) 0.6435
B) 0.9273
C) 1.206
D) 2.2143
5. Given the function [pic] The Fourier transform [pic]which will transform the function from time domain to frequency domain can be computed as
A) [pic]
B) [pic]
C) [pic]
D) [pic]
6. Given the function[pic]. The inverse Fourier transform [pic] which will transform the function from frequency domain to time domain can be computed as
A) [pic]
B) [pic]
C) [pic]
D) [pic]
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