Q1 Q0 A 5.0-kg object is pulled
along a rough horizontal surface at
7
Q0 constant speed by a 15 N force acting 30 degrees above the
Q0 horizontal (see Fig.1). How
much work is done by the friction
Q0 force as the
object moves 6.0 m?
Q0
A1 -78 J
A2 -82 J
A3 -85 J
A4 -75 J
A5 0 J
Q0
Q2 Q0 A 2.0-kg block slides 2.0
m down a frictionless incline from
7
Q0 point A to point B. A force (magnitude F =3.0 N) acts on the
Q0 block between A and B, as shown in Fig.2.
If the kinetic energy
Q0 of the block
at A is 10 J, what is its kinetic energy at B?
Q0
A1 24 J
A2 20 J
A3 27 J
A4 17 J
A5 37 J
Q0
Q3 Q0 A 2.0-kg object moves along the +x-axis with a
speed of 5 m/s
7
Q0 under the influence of a force F= (3i+4j)
N. What is the power
Q0 delivered by
this force?
Q0
A1 15 W
A2 20 W
A3 25 W
A4 35 W
A5 30 W
Q0
Q4 Q0 A 12-kg block is resting
on a horizontal frictionless surface.
8
Q0 The block is attached to an unstretched
spring (k= 800 N/m) (see
Q0 Fig.3). A force F = 80 N
parallel to the surface is applied to
Q0 the block. What is the speed of the block when it is displaced
Q0 by 13 cm from its initial position?
Q0
A1 0.78 m/s
A2 0.85 m/s
A3 1.1 m/s
A4 0.58 m/s
A5 0.64 m/s
Q0
Q5 Q0 A block of mass m = 10 kg is connected to unstretched spring
8
Q0 (k=400 N/m) (see Fig. 4). The block is
released from rest. If
Q0 the pulley is
massless and frictionless, what is the maximum
Q0 extension of the spring?
Q0
A1 49 cm
A2 25 cm
A3 33 cm
A4 55 cm
A5 11 cm
Q0
Q6 Q0 A 0.6-kg ball is suspended from the ceiling at the
end of a
8
Q0 2.0-m string. As this ball swings, it has a speed of 4.0 m/s
at
Q0 the lowest
point of its path. What maximum angle does the string
Q0 make with the
vertical as the ball swings?
Q0
A1 54 degrees
A2 61 degrees
A3 69 degrees
A4 77 degrees
A5 47 degrees
Q0
Q7 Q0 When applied to a single object, a force is
conservative if:
8
Q0
A1 its work done
for motion in closed paths is equal to zero.
A2 its work done
for motion in closed paths is greater than zero.
A3 it is
parallel to the displacement always.
A4 it does equal
work in equal displacement.
A5 its work done
for motion in closed paths is less than zero.
Q0
Q8 Q0 Fig. 5 shows a uniform square sheet from which
three identical
9
Q0 corners are removed. What is the location of its center of
mass?
Q0
A1 in the third quadrant.
A2 along the x-axis
A3 along the y-axis
A4 in the first quadrant.
A5 in the second quadrant.
Q0
Q9 Q0 Car A (mass 1000 kg) travels east with a constant
velocity of
9
Q0 80 km/h. Car B (mass 1500 kg) has an unknown velocity. If the
Q0 center of
mass of these two cars is moving with a velocity of
Q0 24 km/h due
north, find the velocity of car B.
Q0 (Take i and j along
east and north respectively).
Q0
A1 (-53i + 40j) km/h
A2 (30i + 40j) km/h
A3 (-40i + 18j) km/h
A4 (18i - 40j) km/h
A5 (35i + 35j) km/h
Q0
Q10Q0 A
80-kg hunter gets a rope around a 120-kg polar bear. They are
9
Q0 stationary, 10 m apart, on frictionless level ice. When the
Q0 hunter pulls
the polar bear to him, the polar bear will move:
Q0
A1 4.0 m
A2 6.0 m
A3 5.0 m
A4 8.0 m
A5 2.0 m
Q0
Q11Q0 Initially a 2-kg disk is
moving north at 3 m/s on a horizontal
10 Q0 smooth ice surface. Then a
4-N force in the east direction acts
Q0 on the disk for 1.5 s. What is the final velocity of the
disk?
Q0 (Take i and j along
east and north respectively).
Q0
A1 (3i + 3j) m/s
A2 (3i + 4j) m/s
A3 6(m/s) in the northeast direction.
A4 zero
A5 (5i) m/s
Q0
Q12Q0 A 2.0-kg and a 3.0-kg
carts approach each other on a horizontal
10 Q0 air track in such a way that their center of mass
has a speed of
Q0 2.0 m/s. They collide and stick together. After the
collision
Q0 their total
kinetic energy in joules is:
Q0
A1 10
A2 4.0
A3 can't tell from the given data
A4 6.0
A5 5.0
Q0
Q13Q0 Sphere A of mass 200 g is
moving with VAi = +6.0 m/s. It makes
10 Q0 a head-on collision with
sphere B of mass 400 g at rest.
Q0 After
collision sphere B moves with VBf = +3.0 m/s.
Q0 What is the velocity of sphere A after collision?
Q0
A1 0 m/s
A2 -2.0 m/s
A3 4.0 m/s
A4 3.0 m/s
A5 2.0 m/s
Q0
Q14Q0 The
angular speed in rad/s of the minute hand of a watch
is:
11 Q0 (Note that PI = 3.14159..)
Q0
A1 PI/1800
A2 PI/60
A3 PI/3600
A4 2*PI
A5 60
Q0
Q15Q0 A wheel of radius 0.10 m
has a 2.5 m cord wrapped around its
11 Q0 outside edge. Starting
from rest, the wheel is given a constant
Q0 angular
acceleration of 2.0 rad/s**2.
The cord will unwind in:
Q0
A1 5.0 s
A2 2.0 s
A3 8.0 s
A4 0.82 s
A5 130 s
Q0
Q16Q0 A
disk starts from rest and rotates around a fixed axis, subject
11 Q0 to a constant net torque. The
work done by the torque from t=0
Q0 to t=3.0 s is
W1 and the work done from t=0 s to t=6 s is W2.
Q0 The value of W1/W2 is:
Q0
A1 1/4
A2 2
A3 1/2
A4 1
A5 4
Q0
Q17Q0 Four identical particles,
each with mass m, are arranged in the
11 Q0 x, y plane as shown in Fig.
6. They are connected by massless
Q0 rods to form a rigid body. If m =2.0 kg and a =1.0 m, the
Q0 rotational
inertia of this array about the y-axis is:
Q0
A1 12 kg.m**2
A2 4.0 kg.m**2
A3 9.6 kg.m**2
A4 4.8 kg.m**2
A5 16 kg.m**2
Q0
Q18Q0 A
2-kg particle moves in the xy plane with constant
speed of
12 Q0 3.0 m/s in the +x-direction
along the line y = 5 m (see Fig.7).
Q0 What is its angular momentum (in
kg.m**2/s) relative to the
Q0 origin? (i,
j, k are the unit vectors in x, y, z axes)
Q0
A1 -30 k
A2 +30 k
A3 -15 j
A4 +15 j
A5 -30 i
Q0
Q19Q0 A
solid sphere rolls without slipping along the floor. The ratio
12 Q0 of its translational
kinetic energy to its rotational kinetic
Q0 energy (about
an axis through its center of mass) is:
Q0
A1 5/2
A2 7/5
A3 2/5
A4 1/2
A5 1/3
Q0
Q20Q0 A man, with his arms at
his sides, is spinning on a light
12 Q0 frictionless turntable. When
he extends his arms:
Q0
A1 his angular
momentum remains the same
A2 his angular
velocity remains the same
A3 his
rotational inertia decreases
A4 his
rotational kinetic energy increases
A5 his angular velocity increases
FIGURE 2 5 Y X -5 -5 5 FIGURE 7 m 5 0 X (m) Y (m) X a a a a m m m m Y FIGURE 6 FIGURE 5 FIGURE 3 FIGURE 4 30o FIGURE 1
2 m
®
r
®
V
F = 3 N
A
B
