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quiz Gruop A

Total questions: 10

Worksheet time: 8mins

Name
Class
Date
1.

Which statement best describes a discrete-time signal?

a)

It is defined at every instant of time without gaps.

b)

It is defined only at separate points in time, like every minute or hour.

c)

It is a picture taken by a camera.

d)

It is a sound that never changes.

2.

In MATLAB, which function is used in the code to draw discrete-time sequences like unit impulse and unit step?

a)

plot

b)

line

c)

stem

d)

bar

3.

Look at the idea of a unit step sequence u(n). It equals 1 when n is 0 or bigger, and 0 when n is less than 0. If n = −3, what is u(n)?

a)

1

b)

0

c)

−1

d)

It cannot be found.

4.

Which statement best describes a continuous-time signal?

a)

A signal that changes only at set steps

b)

A signal defined for every moment in time

c)

A picture made of dots

d)

A number that never changes

5.

In MATLAB, which command is used to draw the sine wave after computing y = sin(2*pi*t)?

a)

title('Sine wave')

b)

xlabel('Time')

c)

plot(t,y,'k')

d)

cos(2*pi*t)

6.

You want to see a triangular waveform. Based on the instructions, which function and setting should you use?

a)

sawtooth(t,0.5) to make a 50% duty cycle (triangular)

b)

square(t) with a 10% duty cycle

c)

sin(t) with amplitude 2

d)

cos(2*pi*t) with phase shift

7.

Which operation adds two discrete-time signals sample by sample?

a)

Signal addition

b)

Signal multiplication

c)

Shifting

d)

Folding

8.

In shifting, each sample of x(n) is moved by k to make y(n). Which expression shows a right shift by k?

a)

y(n) = x(n + k)

b)

y(n) = x(n − k)

c)

y(n) = −x(n)

d)

y(n) = x(−n)

9.

Which statement best describes an even signal xe(n)?

a)

xe(−n) = −xe(n)

b)

xe(−n) = xe(n)

c)

xe(n) = 0 for all n

d)

xe(n) = xe(n+1)

10.

A real-valued sequence x(n) can be split into even and odd parts. Which formula correctly gives the even part xe(n)?

a)

xe(n) = 1/2 [x(n) + x(−n)]

b)

xe(n) = 1/2 [x(n) − x(−n)]

c)

xe(n) = x(n) − xo(n)

d)

xe(n) = x(−n)