ECOMMS - Rowan University
ECOMMS ECOMMS Readiness Quiz
Spring 2010
January 26, 2010
9:30-10:30 AM
Student’s Name:
DIRECTIONS: This QUIZ is intended to verify that you have sufficient knowledge of the pre-requisites for ECOMMS, namely NETWORKS II and MATH FOR ENG ANALYSIS II.
Answer all questions. This quiz is CLOSED BOOK/NOTES. Calculators are permitted. Remember to specify UNITS for all answers. Use proper NOTATION.
1. Provide a self-assessment of your mastery of the material covered in NETWORKS II and MATH FOR ENGINEERING ANALYSIS II.
(5 points)
NETWORKS II
| | | | | |
Poor Marginal Satisfactory Good Excellent
MATH FOR ENG ANALYSIS II
| | | | | |
Poor Marginal Satisfactory Good Excellent
2. Convert the following complex number into polar form.
(5 points)
[pic]
3. Convert the following complex number into Cartesian form.
(5 points)
10e-jπ/4
4. Express the following time-domain signal in phasor form.
(5 points)
w(t) = 10cos (2π60t + π/6)
5. Express the following phasor as a time-domain signal.
(5 points)
W = 2e-jπ/3
6. A sinusoidal voltage has a maximum amplitude of 5-V. The voltage passes through one complete cycle in 10-ms. The magnitude of the voltage at zero time is 1-V.
• What is the frequency of the voltage?
• Write the time-domain expression for the voltage.
• What is the rms value of the voltage?
• What is the power dissipated when this voltage is applied across a 1-ohm resistor?
(15 points)
7. A car antenna is to be connected to an RF amplifier to step up the power in the weak incoming radio signal. An “impedance matching circuit” is used to interface the antenna to the amplifier. The Thevenin equivalent for the amplifier input is shown below. What should the characteristics of the matching circuit be (in terms of its input and output impedances)?
[pic]
(15 points)
8. Any non-sinusoidal periodic signal, w(t), can be represented as a Fourier series (a sum sinusoidal signals with varying amplitude, frequency and phase), given by the expression:
[pic]
where [pic], is the fundamental frequency of the periodic signal w(t), T0 is the period and An and Bn are constants known as the Fourier coefficients.
Explain why, specifically in the context of LTI systems, it is important to represent non-sinusoidal signals in this manner.
(10 points)
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