Q1: If x[n] is a discrete signal and represented by the following equation, what is the value of x[0] and X[-2] Q2: {x[n]}={-0.2,2.2,1.1,0.2,-3.7,2.9,...} a- Assuming that a 5-bit ADC channel accepts analog input ranging from 0 to 4 volts, determine the following: 1- number of quantization levels; 2-step size of the quantizer or resolution; 3- quantization level when the analog voltage is 1.28 volts. 4- binary code produced by the ADC. 5- quantization error. b- Determine whether the linear system is time invariant or not? 1 1 y(n) = x(n) Q3: Evaluate the digital convolution of the following signals using Graphical method. Find: y(0) to y(3) Q4: 2, k = 0,1,2 2, k = 0 h(k) 0 1, k = 3,4 and x(k) elsewhere = 1, k = 1,2 0 elsewhere The temperature (in Kelvin) of an electronic component can be modelled using the following approximation: T(t) [293+15e-Ju(t) A digital thermometer is used to periodically record the component's temperature, taking a sample every 5 seconds. 1- Represent the temperature as a discrete time signal. 2- Find T(0) and T(3)
Q1: If x[n] is a discrete signal and represented by the following equation, what is the value of x[0] and X[-2] Q2: {x[n]}={-0.2,2.2,1.1,0.2,-3.7,2.9,...} a- Assuming that a 5-bit ADC channel accepts analog input ranging from 0 to 4 volts, determine the following: 1- number of quantization levels; 2-step size of the quantizer or resolution; 3- quantization level when the analog voltage is 1.28 volts. 4- binary code produced by the ADC. 5- quantization error. b- Determine whether the linear system is time invariant or not? 1 1 y(n) = x(n) Q3: Evaluate the digital convolution of the following signals using Graphical method. Find: y(0) to y(3) Q4: 2, k = 0,1,2 2, k = 0 h(k) 0 1, k = 3,4 and x(k) elsewhere = 1, k = 1,2 0 elsewhere The temperature (in Kelvin) of an electronic component can be modelled using the following approximation: T(t) [293+15e-Ju(t) A digital thermometer is used to periodically record the component's temperature, taking a sample every 5 seconds. 1- Represent the temperature as a discrete time signal. 2- Find T(0) and T(3)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Question
![Q1: If x[n] is a discrete signal and represented by the following
equation, what is the value of x[0] and X[-2]
Q2:
{x[n]}={-0.2,2.2,1.1,0.2,-3.7,2.9,...}
a- Assuming that a 5-bit ADC channel accepts analog input ranging
from 0 to 4 volts, determine the following:
1- number of quantization levels;
2-step size of the quantizer or resolution;
3- quantization level when the analog voltage is 1.28 volts.
4- binary code produced by the ADC.
5- quantization error.
b- Determine whether the linear system is time invariant or not?
1 1
y(n) = x(n)
Q3: Evaluate the digital convolution of the following signals using
Graphical method. Find: y(0) to y(3)
Q4:
2, k = 0,1,2
2, k = 0
h(k)
0
1, k = 3,4 and x(k)
elsewhere
=
1,
k = 1,2
0
elsewhere
The temperature (in Kelvin) of an electronic component can be
modelled using the following approximation:
T(t) [293+15e-Ju(t)
A digital thermometer is used to periodically record the component's
temperature, taking a sample every 5 seconds.
1- Represent the temperature as a discrete time signal.
2- Find T(0) and T(3)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5036db1a-7120-4075-887c-ae800fa31ea2%2F7a7e1367-47d4-4a7c-b989-81cb12c049a5%2F53afaek_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q1: If x[n] is a discrete signal and represented by the following
equation, what is the value of x[0] and X[-2]
Q2:
{x[n]}={-0.2,2.2,1.1,0.2,-3.7,2.9,...}
a- Assuming that a 5-bit ADC channel accepts analog input ranging
from 0 to 4 volts, determine the following:
1- number of quantization levels;
2-step size of the quantizer or resolution;
3- quantization level when the analog voltage is 1.28 volts.
4- binary code produced by the ADC.
5- quantization error.
b- Determine whether the linear system is time invariant or not?
1 1
y(n) = x(n)
Q3: Evaluate the digital convolution of the following signals using
Graphical method. Find: y(0) to y(3)
Q4:
2, k = 0,1,2
2, k = 0
h(k)
0
1, k = 3,4 and x(k)
elsewhere
=
1,
k = 1,2
0
elsewhere
The temperature (in Kelvin) of an electronic component can be
modelled using the following approximation:
T(t) [293+15e-Ju(t)
A digital thermometer is used to periodically record the component's
temperature, taking a sample every 5 seconds.
1- Represent the temperature as a discrete time signal.
2- Find T(0) and T(3)
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