Deck 1: Vectors and Mesurement
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Deck 1: Vectors and Mesurement
1
The vectors
,
,and
are related by
. Which diagram below illustrates this relationship?

A) I.
B) II.
C) III.
D) IV.
E) None of these





A) I.
B) II.
C) III.
D) IV.
E) None of these
IV.
2
A vector
of magnitude 6 and another vector
have a resultant of magnitude 12. The vector : 
A) must have a magnitude of at least 6 but no more than 18
B) may have a magnitude of 20
C) cannot have a magnitude greater than 12
D) must be perpendicular to
E) must be perpendicular to the resultant vector



A) must have a magnitude of at least 6 but no more than 18
B) may have a magnitude of 20
C) cannot have a magnitude greater than 12
D) must be perpendicular to

E) must be perpendicular to the resultant vector
must have a magnitude of at least 6 but no more than 18
3
The vector
is:
A) greater than
in magnitude
B) less than
in magnitude
C) in the same direction as
D) in the direction opposite to
E) perpendicular to

A) greater than

B) less than

C) in the same direction as

D) in the direction opposite to

E) perpendicular to

in the direction opposite to 

4
The vector
in the diagram is equal to:

A)
B)
C)
D)
E)


A)

B)

C)

D)

E)

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5
If
, then:
A)
must be parallel and in the same direction
B)
must be parallel and in opposite directions
C) either
must be zero
D) the angle between
must be 60
E) none of the above is true

A)

B)

C) either

D) the angle between

E) none of the above is true
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6
If
and neither
vanish, then:
A)
are parallel and in the same direction
B)
are parallel and in opposite directions
C) the angle between
is 45
D) the angle between
is 60
E)
is perpendicular to


A)

B)

C) the angle between

D) the angle between

E)


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7
If
and neither
vanish, then:
A)
are parallel and in the same direction
B)
are parallel and in opposite directions
C) the angle between
is 45
D) the angle between
is 60
E)
is perpendicular to


A)

B)

C) the angle between

D) the angle between

E)


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8
Four vectors
all have the same magnitude. The angle between adjacent vectors is 45 as shown. The correct vector equation is:

A)
B)
C)
D)
E)


A)

B)

C)

D)

E)

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9
Vectors
lie in the xy plane. We can deduce that
if:
A) Ax2 + Ay2 = Bx2 + By2
B) Ax + Ay = Bx + By
C) Ax = Bx and Ay = By
D) Ay /Ax = By /Bx
E) Ax = Ay and Bx = By


A) Ax2 + Ay2 = Bx2 + By2
B) Ax + Ay = Bx + By
C) Ax = Bx and Ay = By
D) Ay /Ax = By /Bx
E) Ax = Ay and Bx = By
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10
If
then
has magnitude:
A) 10 m
B) 20 m
C) 30 m
D) 40 m
E) 50 m


A) 10 m
B) 20 m
C) 30 m
D) 40 m
E) 50 m
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11
Let
The magnitude of
is:
A) 5.00
B) 5.57
C) 7.00
D) 7.42
E) 8.54


A) 5.00
B) 5.57
C) 7.00
D) 7.42
E) 8.54
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12
Let
The vector sum
is:
A)
B)
C)
D)
E) none of these


A)

B)

C)

D)

E) none of these
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13
Let
The vector difference
is:
A)
B)
C)
D)
E) none of these


A)

B)

C)

D)

E) none of these
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14
If 
A)
B)
C)
D)
E)

A)

B)

C)

D)

E)

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15
In the diagram,
has magnitude 12 and
has magnitude 8. The x component of
is about:

A) 5.5 m
B) 7.6 m
C) 12 m
D) 14 m
E) 15 m




A) 5.5 m
B) 7.6 m
C) 12 m
D) 14 m
E) 15 m
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16
Let
Then
equals:
A)
B)
C) 23
D) 17
E) none of these


A)

B)

C) 23
D) 17
E) none of these
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17
The value of
is:
A) zero
B) +1
C) -1
D) 3
E)

A) zero
B) +1
C) -1
D) 3
E)

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18
The value of
is:
A) zero
B) +1
C) -1
D) 3
E)

A) zero
B) +1
C) -1
D) 3
E)

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19
(7.0 x106)/(2.0 x10-6) =
A) 3.5 x 10-12
B) 3.5x 10-6
C) 3.5
D) 3.5 x 106
E) 3.5 x1012
A) 3.5 x 10-12
B) 3.5x 10-6
C) 3.5
D) 3.5 x 106
E) 3.5 x1012
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20
A right circular cylinder with a radius of 2.3 cm and a height of 1.4 m has a volume of:
A) 0.20 m3
B) 0.14 m3
C) 9.3 x 10-3 m3
D) 2.3 x 10-3 m3
E) 7.4 x 10-4 m3
A) 0.20 m3
B) 0.14 m3
C) 9.3 x 10-3 m3
D) 2.3 x 10-3 m3
E) 7.4 x 10-4 m3
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21
3.2 x 2.7 =
A) 9
B) 8
C) 8.6
D) 8.64
E) 8.640
A) 9
B) 8
C) 8.6
D) 8.64
E) 8.640
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22
1.513 + 27.3 =
A) 29
B) 28.8
C) 28.9
D) 28.81
E) 28.813
A) 29
B) 28.8
C) 28.9
D) 28.81
E) 28.813
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