If you’re going to have interview at a University particularly
at Electronic & Electric related and wondered what questions they might ask
here is my example of it, could give you some clues on what to prepare, mostly
was mathematical. These questions asked to me, yours could be totally
different. I’m not going to tell at which University these questions asked not
to make it obvious.
Questions 1:
Questions 1:
Draw a voltage divider circuit and calculate the voltage between
two resistors.
Answer:
Ohm’s law= V= I x R
VS = I x R, 12 = I x 2+1, I = 12/3E3 = 0.004A I is same throughout the circuit
Voltage at V1 = 0.004 x 1E3 = 4V
Voltage at V2 = 0.004 x 2E3 = 8V
Question 2:
What is the Formula for Wattage and find other formulas from
the relationship of Ohm’s law.
Answer:
Formula for wattage is P = I x V, formula for Ohm’s law is V
= I x R so,
P = I x (I x R) = I x I x R = I2 x R
P= (V/R) x V = V x V / R = V2 / R
P = I x (I x R) = I x I x R = I2 x R
P= (V/R) x V = V x V / R = V2 / R
Question 3:
I have total of 36 components
I have 3 times more Resistors than Capacitors
I have 2 times more Capacitors than Inductors
How many of each components do I have?
I have 3 times more Resistors than Capacitors
I have 2 times more Capacitors than Inductors
How many of each components do I have?
Answer:
We first express it as an equation and use algebra to solve the question.
Total 36 = C + I + R
R= 3C, C = 2I, 36 = 2I + I + 3C
for Inductors; 36 = 2I + I + 3(2I), 36 = 3I +6I, 36 = 9I, I = 36/9 = 4
for Capacitors; 36 = 2(4) + 4 + 3(C), 36 = 8 + 4 + 3(C), 36 = 12 + 3C, 36 – 12 = 3C,
24 = 3C, C = 24/3 = 8
for Resistors; 36 = 2(4) + 4 + R , 36 = 12 + R, R = 36-12 = 24
so Resistors = 24, Capacitors = 8 Inductors = 4
To cross check
R = 3xC, 8x3 =24
C = 2xI, 4x2 = 8
24 + 8 + 4 = 36
Question 4:
It is a Derivative question.
If f(i) = R2 what is dR/di ?
Answer:
dR/di = 2R using the power rule.
Question 5:
If f(i) = R2 what is dR/di ?
Answer:
dR/di = 2R using the power rule.
Question 5:
Find dy/dx for y = Cos(5x) + sin (5x)
Answer:
dy/dx = -5sin(5x) + 5cos(5x)
Answer:
dy/dx = -5sin(5x) + 5cos(5x)
Question 6:
Find the integral of cos(5x) + sin(5x)
Answer:
This requires integration by substitution.
Answer:
This requires integration by substitution.
= sin(5x) -cos(5x)/5 + C
How was the interview
for me?
I have been greeted with a warm welcome by the Enrolment
Tutor, from the reception area we moved to his office. He asked me; “Why did I
choose this profession?” I said, “Since I was childhood I always wondered about
Electronics and wanted to be able to repair and gather enough knowledge to make
my own design…things like that.”
He then asked the first question above one a piece of paper. His pen was blue mine was green. I was surprised about the first question because I thought if the rest of the question are going to be like this I’m an easy go here. It made answer it in less detail. Big mistake. Answer it as it is normal question.
He then asked the first question above one a piece of paper. His pen was blue mine was green. I was surprised about the first question because I thought if the rest of the question are going to be like this I’m an easy go here. It made answer it in less detail. Big mistake. Answer it as it is normal question.
After I finished
answering first question he then asked me the second question. Some questions I
didn’t expect like circuit question because couple of days ago I received an
e-mail from the admission assistance saying that the questions was going to be
mainly mathematical so I focused on Calculus mainly. At the interview none of
the questions was foreign to me but I needed to expect what questions might be
asked so I couldn’t perform my 100%.
I did asked the question “Did I pass?” He said he’ll think
about it and for my situation has to advice to his peers. I think I did impress
him in some areas but others I depress, overall if I did I think I barely made
it. After the questions he guide me out and gave me University’s guidebook, saying
“this is for you” which give me a kind of clue, He’s not leaning towards a definite
No. He asked me “have you applied any other University” on the way out? Then we
said “Goodbye!”
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