# EEPW 2150 University of Technology & Applied Sciences Electrical Principles Questions: Engineering Answers 2021

EEPW 2150 University of Technology & Applied Sciences Electrical Principles Questions: Engineering Answers 2021

## EEPW 2150 University of Technology & Applied Sciences Electrical Principles Questions: Engineering Answers 2021

Question Title:

EEPW 2150 University of Technology & Applied Sciences Electrical Principles Questions

Full Question:

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Course
Code:
Section
No:
Semester
EEPW2150
Course Title
6
Level:
03-2020/21
Lecturer:
ELECTRICAL PRINCIPLES
DIPLOMA
Mr. Raghavendar Inguva
Outcomes for the Assignment:
Outcome #9: Calculate the capacitance of a capacitor given voltage and charge.
Outcome #10: List the factors which determine the capacitance of a capacitor. Outcome #13: Calculate
and measure the equivalent capacitance of series and parallel connected capacitors.
Outcome # 23: Calculate the Root Means Square (RMS) value and frequency of a sinusoidal waveform
using measured values of peak voltage and period.
Outcome # 24: Determine the phase relationship between two or more sinusoidal waveforms given a
waveform diagram or from Measurements;
Outcome # 28: Series Parallel RLC circuit
2. Scholastic rigor & practical competence: creative thinking, problem solving, analytical thinking, time
management, dexterousness and knowledgeability.
5. Autonomy and Accountability: work independently, confidence, responsibility, transparency,
reliability and authenticity.
6. Innovation: imagination, aspiration, problem-solving, solution-integration, visionary and
perseverance.
____________________________________________________________________________________
Student ID: _________________
Name: _______________________________________
ASSIGNMENT No: 2
Issue Date: 17/06/2021
Date of submission: 27/06/2021
1. For the given circuit determine the following
(i) Charge in Each capacitor
(ii) Voltage across each capacitor
Note (All capacitor values are in micro farad)
(5 Marks)
Page 1 of 3
2. A R Ω resistor, a L mH coil and a C uF capacitor are all connected in Series across a
V volt, F Hz AC supply. Calculate the total current drawn from the supply, the voltage
for each element, the total impedance of the circuit and the phase angle. (Use the
values given in the table)
(5 Marks)
3. The current in an AC circuit is given by, i = Im sin (Bπt + X) Amp. Find (i) Time
period, (ii) Peak to peak value (iii) the RMS value of the current (iv) mean value, (v)
the value of the current when ‘t’ = A ms. (Use the values given in the table) (5 Marks)
Action taken for the Late Submission of the assignment
…………………………………………………………………………….
Special Instructions if any:
1. Each question carries 5 Marks.
2. Total Marks: 15.
3. Submission after 27.06.2021 leads to ZERO Marks for the assignment
Academic Integrity & Plagiarism Policy: The student should be ready to prove the
authenticity of the work done. If any forms of plagiarism/reproduction of answers are
discovered, student will be asked to repeat the assignment, if first offence; otherwise will be
awarded zero marks.
To my Lecturer Mr. Raghavendar Inguva
I certify that all of this work is done by me as in accordance with the Academic Integrity /
Plagiarism policies. I am responsible for any violations with regard to this.
Student’s signature:
Submission Date:
Page 2 of 3
S.NO
ID
Problem-1
Problem-2
Problem-3
V
C1
C2
C3
C4
C5
R
L
C
V
F
Im
B
X
A
1
22J19151
30
15
11
24
20
32
20
50
50
120
50
120
107
0.78
4
2
22J18126
32
13
14
22
18
17
22
50
52
122
60
118
108
0.72
5
3
22J19288
34
11
17
20
16
20
24
50
54
124
50
116
109
0.66
6
4
22S1857
36
17
20
18
14
23
26
50
56
126
60
114
110
0.6
8
5
22J172293
38
20
23
16
15
26
28
50
58
128
50
112
111
0.78
4
6
12J1918457
40
23
26
14
13
11
30
50
60
130
60
110
112
0.72
5
7
22J18277
42
22
24
15
11
14
32
50
62
132
50
108
113
0.66
6
8
22J1948
44
11
22
13
9
17
34
50
64
134
60
106
114
0.6
8
9
22J1850
46
14
20
11
7
20
36
50
66
136
50
104
114
0.78
4
10
22J1984
48
17
18
14
5
23
33
50
50
133
60
105
112
0.72
5
11
22J18217
45
20
16
17
8
24
30
50
52
130
50
106
110
0.66
6
12
22S18184
42
23
14
20
20
22
27
50
54
127
60
107
108
0.6
8
13
22J19018
39
26
15
23
18
20
24
50
56
124
50
108
106
0.78
4
14
210S178
36
24
13
26
16
18
21
50
58
121
60
109
104
0.72
5
15
32J19184
33
22
11
11
14
16
18
50
60
118
50
110
105
0.66
6
16
22J18228
30
20
9
14
15
14
15
50
62
115
60
111
106
0.6
8
17
22J18260
27
18
7
17
13
15
32
50
64
118
60
112
107
0.78
5
18
22S16730
24
16
5
20
15
13
34
50
66
121
50
113
111
0.72
6
19
22J18254
21
14
8
23
13
11
36
50
60
124
60
114
112
0.66
8
Page 3 of 3

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