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Solamaten ena pannuva

Total questions: 10

Worksheet time: 10mins

Name
Class
Date
1.

Telegraph signals are examples of

a)

Digital signal

b)

analog signal

c)

impulse signal

d)

pulse train

2.

The speech signal is obtained after

a)

Analog to digital conversion

b)

Digital to analog conversion

c)

Modulation

d)

Quantization

3.

The interface between an analog signal and a digital processor is

a)

D/A converter

b)

A/D converter

c)

Modulator

d)

Demodulator

4.

As compared to the analog systems, the digital processing of signals allow


1) Programmable operations

2) Flexibility in the system design

3) Cheaper systems

4) More reliability

a)

1, 2 and 3 are correct

b)

1 and 2 are correct

c)

1, 2 and 4 are correct

d)

All the four are correct

5.

Roll-off factor is

a)

The bandwidth occupied beyond the Nyquist Bandwidth of the filter

b)

The performance of the filter or device

c)

Aliasing effect

d)

None of the above

6.

The discrete impulse function is defined by

a)

a. δ(n) = 1, n ≥ 0

= 0, n ≠ 1

b)

b. δ(n) = 1, n = 0

= 0, n ≠ 1

c)

c. δ(n) = 1, n ≤ 0

= 0, n ≠ 1

d)

d. δ(n) = 1, n ≤ 0

= 0, n ≥ 1

7.

DTFT is the representation of

a)

a. Periodic Discrete time signals

b)

b. Aperiodic Discrete time signals

c)

c. Aperiodic continuous signals

d)

d. Periodic continuous signals

8.

The transforming relations performed by DTFT are


1) Linearity

2) Modulation

3) Shifting

4) Convolution

a)

a. 1, 2 and 3 are correct

b)

b. 1 and 2 are correct

c)

c. 1 and 3 are correct

d)

d. All the four are correct

9.

Frequency selectivity characteristics of DFT refers to

a)

a. Ability to resolve different frequency components from input signal

b)

b. Ability to translate into frequency domain

c)

c. Ability to convert into discrete signal

d)

d. None of the above

10.

The computational procedure for Decimation in frequency algorithm takes


a. Log2 N stages

b. 2Log2 N stages

c. Log2 N2 stages

d. Log2 N/2 stages

a)

Log2 N2 stages

b)

2Log2 N stages

c)

Log2 N stages

d)

Log2 N/2 stages