Chapter 1
[Pages:11]1/22/2019
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Chapter 1
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Overview
Diagnostics
Chapter 1 Due: 11:59pm on Sunday, January 20, 2019
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Exercise 1.10
Description: The following conversions occur frequently in physics and are very useful. (a) Use 1 (mi)=5280 (ft) and 1 h = 3600 s to convert 60 mph to units of ft/s. (b) The acceleration of a freely falling object is 32 (ft)/s^2 . Use 1 (ft) = 30.48 (...
The following conversions occur frequently in physics and are very useful.
Part A Use 1 mi = 5280 ft and 1 h = 3600 s to convert 60 mph to units of ft/s. Express your answer using two significant figures. ANSWER:
88 f t/s
Part B
The
acceleration
of
a
freely
falling
object
is
32
2
f t/s
.
Use
1
ft
=
30.48
cm
to
express
this
acceleration
in
units
of
.2
m/s
Express your answer using two significant figures. ANSWER:
9.8
2
m/s
Part C
The
density
of
water
is
1.0
3
g/cm
.
Convert
this
density
to
units
of
.3
kg/m
Express your answer using two significant figures.
ANSWER:
1000
3
kg/m
Exercise 1.34
Description: (a) Find the magnitude of the vector A_1_vec represented by the pair of components A_x_1= A_x_1, A_y_1= A_y_1. (b) Let the direction of a vector be the angle that the vector makes with the +x-axis, measured counterclockwise from that axis...
Part A
Find the magnitude of the vector A1
represented by the pair of components Ax1
= -8.30 cm , Ay 1
= 1.90 cm .
ANSWER:
1/11
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= 8.51 cm
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Part B Let the direction of a vector be the angle that the vector makes with the +x-axis, measured counterclockwise from that axis. Find the direction of
the vector A1. ANSWER:
= 167
Part C
Find the magnitude of the vector A2 represented by the pair of components Ax2 = -5.50 m , Ay2 = -1.60 m . ANSWER:
= 5.73 m
Part D
Find the direction of the vector A2. Let the direction of a vector be the angle that the vector makes with the +x-axis, measured counterclockwise from that axis. ANSWER:
= 196
Part E
Find the magnitude of the vector A3
represented by the pair of components Ax3
= 7.40 km , Ay 3
= -3.60 km .
ANSWER:
= 8.23 km
Part F
Find the direction of the vector A3. Let the direction of a vector be the angle that the vector makes with the +x-axis, measured counterclockwise from that axis.
ANSWER:
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= 334
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Exercise 1.24
Description: (a) For the vectors A_vec and B_vec in the figure , use a scale drawing to find the magnitude of the vector sum A_vec+B_vec . (b) Find the direction of the vector sum A_vec+B_vec . (c) Find the magnitude of the vector difference A_vec - ...
Part A For the vectors A and B in the figure , use a scale drawing to find the magnitude of the vector sum A + B . Express your answer using two significant figures.
ANSWER: 9.0 m
Part B Find the direction of the vector sum A + B . Express your answer using two significant figures. ANSWER:
34 counterclockwise from +x-axis
Part C Find the magnitude of the vector difference A - B . Express your answer using two significant figures. ANSWER:
22 m
Part D
Find the direction of the vector difference A - B . Express your answer using three significant figures.
ANSWER:
3/11
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Part E
Use
your
answers
to
find
the
magnitude
of
-A
-
B .
Express your answer using two significant figures.
ANSWER:
9.0 m
Part F
Find
the
direction
of
-A
-
B .
Express your answer using three significant figures.
ANSWER:
214 counterclockwise from +x-axis
Part G
Find
the
magnitude
of
B
-
A
.
Express your answer using two significant figures.
ANSWER:
22 m
Part H
Find
the
direction
of
B
-
A
.
Express your answer using two significant figures.
ANSWER:
70 counterclockwise from +x-axis
Exercise 1.26
Description: A spelunker is surveying a cave. She follows a passage ## m straight west, then s2 in a direction 45 degree(s) east of south, and then 280 m at 30 degree(s) east of north. After a fourth unmeasured displacement, she finds herself back ...
A spelunker is surveying a cave. She follows a passage 170 m straight west, then 270 m in a direction 45 east of south, and then 280 m at 30 east of north. After a fourth unmeasured displacement, she finds herself back where she started.
Part A Use a scale drawing to determine the magnitude of the fourth displacement. Express your answer using two significant figures. ANSWER:
4/11
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MasteringPhysics: Print View with Answers = 170 m
Part B Determine the direction of the fourth displacement. Express your answer using two significant figures. ANSWER:
= 18 South of West
Exercise 1.38
Description: (a) Given the vector A_vec = 4.00 i_unit + 7.00 j_unit , find the magnitude of the vector. (b) Given the vector B_vec = 5.00 i_unit -2.00 j_unit , find the magnitude of the vector. (c) Write an expression for the vector difference...
Part A
Given
the
vector
A
=
4.00^i
+
7.00^j
,
find
the
magnitude
of
the
vector.
ANSWER:
8.06
Part B Given the vector B = 5.00^i - 2.00^j , find the magnitude of the vector. ANSWER:
5.39
Part C
Write
an
expression
for
the
vector
difference
A
-
B
using
unit
vectors.
Express your answer in terms of unit vectors.
ANSWER:
=
A-B
Part D
Find
the
magnitude
of
the
vector
difference
A
-
B .
ANSWER:
5/11
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MasteringPhysics: Print View with Answers
Part E
Find
the
direction
of
the
vector
difference
A
-
B .
ANSWER:
96.3 counterclockwise from +x direction
Part F
In a vector diagram show A, B, and C = A - B . Draw the vectors starting at the black dot. Both the orientation and length of your vectors will be graded. Use "vector info" button to see the angle and length of your vectors. ANSWER:
No elements selected
Select the elements from the list and add them to the canvas setting the appropriate attributes.
Exercise 1.46
Description: (a) For the two vectors in the figure , find the magnitude of the vector product A_vec * B_vec. (b) Find the direction of the vector product A_vec * B_vec. (c) Find the magnitude of B_vec * A_vec. (d) Find the direction of B_vec * A_vec.
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Part A
For the two vectors in the figure , find the magnitude of the vector product A ? B .
ANSWER:
4.61
2
cm
Part B
Find
the
direction
of
the
vector
product
A
?
B .
ANSWER:
+z-direction -z-direction
Part C
Find
the
magnitude
of
B
?
A
.
ANSWER:
4.61
2
cm
Part D
Find
the
direction
of
B
?
A
.
ANSWER:
+z-direction -z-direction
Problem 1.66
Description: On a training flight, a student pilot flies from Lincoln, Nebraska to Clarinda, Iowa, then to St. Joseph, Missouri, and then to Manhattan, Kansas . The directions are shown relative to north: 0 degree(s)is north, 90 degree(s)is east, 180 degree(s)is...
On a training flight, a student pilot flies from Lincoln, Nebraska to Clarinda, Iowa, then to St. Joseph, Missouri, and then to Manhattan, Kansas . The
directions
are
shown
relative
to
north:
0
is
north,
90
is
east,
180
is
south,
and
270
is
west.
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Part A Use the method of components to find the distance she has to fly from Manhattan to get back to Lincoln. ANSWER: 189 km
Part B Find the direction (relative to north) she must fly to get there. ANSWER: = 350 Also accepted: -10.5
Problem 1.68
Description: An explorer in Antarctica leaves his shelter during a whiteout. He takes n1 steps northeast, then n2 steps at an angle 60 degree(s) north of west, then n3 steps due south. Assume his steps all have equal length. (a) Select the... An explorer in Antarctica leaves his shelter during a whiteout. He takes 39 steps northeast, then 82 steps at an angle 60 north of west, then 49 steps due south. Assume his steps all have equal length.
Part A Select the correct diagram, roughly to scale, of the three vectors and their resultant. ANSWER:
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