Below is the Frequency hopping spread spectrum system (FHSS) for one Pseudo random noise period. Our task is to show the variations of the base or the demodulated frequency with time. Time Input data Frequency PN O a. 0 All the above 0 f 38 000 1 Resulting output frequency in order are: 1 O b. f2. fo. fo. fo. fo. f3, f3, fo O c. f2. fo. fo. fo. f3, f3, f3, fo O d. f38, f 48, f 48, f 44, f 44, f 27, f 27, f 48 2 1 f 48 010 3 1 4 1 f 48 100 5 1 6 0 f 44 111 7 0 8 0 f 44 111 9 0 10 1 f27 001 11 0 12 1 f27 010 13 0 14 1 f 48 101 15 1
Below is the Frequency hopping spread spectrum system (FHSS) for one Pseudo random noise period. Our task is to show the variations of the base or the demodulated frequency with time. Time Input data Frequency PN O a. 0 All the above 0 f 38 000 1 Resulting output frequency in order are: 1 O b. f2. fo. fo. fo. fo. f3, f3, fo O c. f2. fo. fo. fo. f3, f3, f3, fo O d. f38, f 48, f 48, f 44, f 44, f 27, f 27, f 48 2 1 f 48 010 3 1 4 1 f 48 100 5 1 6 0 f 44 111 7 0 8 0 f 44 111 9 0 10 1 f27 001 11 0 12 1 f27 010 13 0 14 1 f 48 101 15 1
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Transcribed Image Text:Below is the Frequency hopping spread spectrum system (FHSS) for one Pseudo random noise period. Our task is to show the variations of the base or the
demodulated frequency with time.
Time
Input data
Frequency
PN
a.
All the above
0
0
O d. f38, f 48, f 48, f 44, f 44, `
f 38
000
Resulting output frequency in order are:
O b. f2, fo, fo, fo, fo, f3, f3, fo
O c.
f2, fo, fo, fo, f3, f3, f3, fo
1
1
f27, f 27, f 48
2
1
f 48
010
1
4
1
f 48
100
LO
5
1
6
0
f.
44
111
7
0
8
0
f44
111
9
0
10
1
f 27
001
11
0
12
1
f27
010
13
0
14
1
f 48
101
15
1
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