Electronics and Communication Engineering - Communication Systems
Exercise : Communication Systems - Section 5
- Communication Systems - Section 13
- Communication Systems - Section 25
- Communication Systems - Section 24
- Communication Systems - Section 23
- Communication Systems - Section 22
- Communication Systems - Section 21
- Communication Systems - Section 20
- Communication Systems - Section 19
- Communication Systems - Section 18
- Communication Systems - Section 17
- Communication Systems - Section 16
- Communication Systems - Section 15
- Communication Systems - Section 14
- Communication Systems - Section 1
- Communication Systems - Section 12
- Communication Systems - Section 11
- Communication Systems - Section 10
- Communication Systems - Section 9
- Communication Systems - Section 8
- Communication Systems - Section 7
- Communication Systems - Section 6
- Communication Systems - Section 5
- Communication Systems - Section 4
- Communication Systems - Section 3
- Communication Systems - Section 2
21.
The time required for horizontal blanking is 16% of that for each horizontal line. If horizontal time is 63.5 μs, the horizontal blanking time for each line is about
Answer: Option
Explanation:
.
22.
When the number of quantising levels is 16 in PCM, the number of pulses in a code group will be
Answer: Option
Explanation:
2n = L n = 4.
23.
A message signal with bandwidth 10 kHz is lower sideband SSB modulated with carrier frequency fc1 = 106 Hz. The resulting signal is then passed though a narrow band frequency modulator with carrier frequency fc2 = 109 Hz. The bandwidth of the output would be
Answer: Option
Explanation:
Bandwidth = 2Δf + 2B
But for NBFM, B < 1
BW ≈ 2fm
2fc1
2 x 106 Hz.
24.
In a PCM system, if the code word length is increased from 6 to 8 bits, the signal to quantization noise ratio improves by the factor.
Answer: Option
Explanation:
Given n1 = 6, n2 = 8,
then (SNR)Q = 22(n2 - n1) 16.
25.
For 10 bit PCM system, the signal to quantization noise ratio is 62 dB. If the number of bits is increased by 2, then the signal to quantization noise ratio will
Answer: Option
Explanation:
= (SNR)Q + 6.02 x 2 (SNE)Q + 12 dB.
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