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1994 MC Suggested Solution

The document contains answers to multiple-choice physics questions from a 1994 exam at CCC Yenching College. Key topics include impulse and momentum, circular motion, energy conservation, beat frequency, Young's modulus, electrostatics, and diode behavior in circuits. Each question is addressed with relevant formulas and explanations, showcasing the application of physics principles.

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0% found this document useful (0 votes)
34 views6 pages

1994 MC Suggested Solution

The document contains answers to multiple-choice physics questions from a 1994 exam at CCC Yenching College. Key topics include impulse and momentum, circular motion, energy conservation, beat frequency, Young's modulus, electrostatics, and diode behavior in circuits. Each question is addressed with relevant formulas and explanations, showcasing the application of physics principles.

Uploaded by

man man
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
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CCC Yenching College C. K.

Ng
AL Physics MC Answers
Year:1994
Question Number:4,5,10,16,22,27,37,38,39
1994MC(4)
Impulse = change of momentum

Change of
Final momentum
momentum

Original momentum

The momenta are moving in different directions, so we need to do a vectorial subtraction.

Impulse = 0.5 20 2 + 30 2 = 18 kg m s-1

1994MC(5)

To execute circular motion, at the top, the centripetal force required is provided by the weight
mv2/R = mg … … … . . (1)

v = gR

Let v’ be the speed at the bottom.


By conservation of energy, mv’ 2/2 = mv2/2 + mg(2R) … … … … … . (2)

From (1) and (2), v' = 5 gR

1994MC(10)

a b

Page 1
CCC Yenching College C. K. Ng

(1) Equal mass, so (a) has a larger MI.


(2) Period is proportional to I , so (a) has a longer period.
(3) They are released at the same height. KE at the lowest point = loss in gravitational PE = mass x
g x distance from axis of rotation to center of mass. Their centers of mass are both situated at
their centers.
Same PE loss, so same KE.
1994MC(16)
Beat frequency = f1 – f2
From the information, we know
fX - fY = 3 or fY - fX = 3 (we do not know which one is higher)
fX - fZ = 1 or fZ - fX = 1
(1) Not sure although it is possible
(2) Not sure although it is possible
(3) X is the highest frequency so only fX - fY = 3 and fX - fZ = 1 are possible. The
order is fX > fY > fZ.

1994MC (22)

Fl EA
Young’s modulus E = , so the applied force F = e . Compare with Hooke’s law, we identify
Ae l
EA
k= .
l
l
A wire is cut into two and arranged side by side. Effectively, l → and A → 2 A , so k is four
2
times larger.

Page 2
CCC Yenching College C. K. Ng
1994MC(27)

A B

A=B=C=D=1C

C D

To put the four charges together, we consider a procedure like this


(1) At the beginning, there is no charge, so no energy is needed to put A to the
top-left corner.
(2) At the presence of A, B is brought to the top-right corner,
1 1
energy required = qB (potential due to A) = 1( ( )=
4πε 0 1 4πε 0
(3) At the presence of A and B, C is brought to the bottom-left corner,
1 1
energy required = qC (potential due to A and B) = 1( + )
4πε o 4πε 0 ( 2 )
(4) At the presence of A, B and C, D is brought to the bottom-right corner,
2 1
energy required = qD (potential due to A, B and C) = 1( + )
4πε o 4πε 0 ( 2 )

Total energy stored in the system = sum of the above all energies.
4 2 1
= + = (4 + 2 )
4πε 0 4πε 0 2 4πε 0

In general, if there are charge q1, q2, q3, … …..q


n and their separation are r12, r13, r23, … …, then the total

energy stored in them is


1 q1q 2 q1 q3 qq
( + + ......... + 1 3 + .............)
4πε 0 r12 r13 r13

Any two of them “meet” one time only.

Page 3
CCC Yenching College C. K. Ng
1994MC(37)
The discrete points will match the solid line when each f is decreased by a fixed amount or V is
increased by a fixed amount.
hf -φ = eV
A. The intensity does not affect the stopping potential
B. "A fixed zero error" à each data differs the true value by a fixed amount.
C. "read the wrong scale on his voltmeter so that his readings always double the actual readings" à
Actual reading Wrong data
2V 4V
3V 6V
4V 8V
The wrong data is always larger than the true reading, but the difference is NOT a
constant.
D. "wrong polarity of the d.c. supply"à the electrons will not be stopped, so no stopping voltage V
will be found.
E. If V is plotted against wavelength, the graph will not be a straight line.
hc
− Φ = eV (a straight line must have the form y = mx + c)
λ

1994 MC (38)
X
En = −
n2
3
First excited state (n = 2) to the ground state (n = 1), hf = E2 – E1 = X.
4
5
Drop from n = 3 to n = 2, hf’= E 3 – E2 = X
36
f' 5
= f’ = 0.19 f
f 27

Page 4
CCC Yenching College C. K. Ng
1994MC(39)

a b c

Y
1. The diode is assumed ideal, i.e.
resistance of the diode = 0 (perfect conductor) when the diode is forward-biased.
resistance of the diode = infinity (perfect insulator) when the diode is backward-biased.

2. When two resistors are connected in series, the larger the resistance, the higher the p.d.
e.g.

100 Ω

12 V

When R = 100000000 Ω, V ≈ 12V


When R = 0.000000001 Ω, V ≈ 0V
3.
Referring to the resistor-diode circuit, the diode is forward –biased when X is positive w.r.t. Y (a
to b), The resistance of the diode is much smaller than that of the resistor, so

p. d across the diode ≈ 0


When X is negative w.r. t. Y (b to c), the diode is backward-biased, the resistance of the diode is
much larger than that of the resistor, so

p .d . across the diode ≈ external applying a. c

So, the p.d. across the diode is

a b c

Page 5
CCC Yenching College C. K. Ng

1994(AS) MC (17)

Power input = 12 V x 0.5A = 6 W


Useful power output = 10 N x 0.4 ms-1 = 4 W
Power loss due to internal resistance of the armature = I2 R = 2 W
(0.5)2R = 2 R = 8 Ω

Page 6

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