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Complete Solutions Manual for Principles of Physics, Extended, International Adaptation, 12th Edition by David Halliday, Robert Resnick, Jearl Walker ; ISBN13: 9781119820628. (Full Chapters included Chapter 1 to 14) EXAM 1. Measurement. 2. Motion

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Complete Solutions Manual for Principles of Physics, Extended, International Adaptation, 12th Edition by David Halliday, Robert Resnick, Jearl Walker ; ISBN13: 9781119820628. (Full Chapters included Chapter 1 to 14) EXAM 1. Measurement. 2. Motion

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Principles Of Physics Extended, International
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Principles of Physics Extended, International

Voorbeeld van de inhoud

Chapter 1: MEASUREMENT
huhu 1

, Chapter huhu 1: MEASUREMENT

1. The SI standard of time is based on:
huhu huhu huhu huhu huhu huhu huhu



A. the daily rotation of the earth
huhu huhu hu hu huhu h uh u

B. the frequency of light emitted by Kr86
huhu huhu huhu huhu huhu huhu


C. the yearly revolution of the earth about the
h uh u h uh u h uh u huhu huhu huhu huhu hu hu sun
D. a precision pendulum clock
huhu huhu huhu


E. none of huhu



these huhu



Ans: E huhu h u h u




2. A huhu nanosecond is: huhu


A. 109 s huhu



B. 10−9 s huhu



C. 10−10 s h u h u



D. 10−10 s h u h u


E. 10−12
Ans: B h u h u




3. The SI standard of length is based on:
huhu huhu huhu huhu huhu huhu huhu



A. the distance from the north pole to the equator along a meridian passing through
huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu


Paris huhu

B. wavelength of light emitted by Hg198 huhu huhu huhu huhu huhu

C. wavelength of light emitted by Kr86 huhu huhu huhu huhu huhu


D. a precision meter stick in Paris
huhu huhu huhu huhu huhu


E. the speed of huhu huhu



light Ans:huhu huhu



E h u h u




4. In 1866, the U. S. Congress defined the U. S. yard as exactly
huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu


3600/3937 international meter. This was done primarily because:
huhu huhu huhu huhu huhu huhu huhu huhu



A. length can be measured more accurately in meters than in yards
huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu


B. the meter is more stable than the yard
huhu huhu huhu huhu h uh u huhu huhu


C. this definition relates the common U. S. length units to a more widely used system
huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu


D. there are more wavelengths in a yard than in a meter
huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu


E. the members of this Congress were exceptionally
huhu huhu huhu huhu huhu huhu



intelligent Ans:
huhu C huhu h u h u




5. Which of the huhu huhu huhu following h uhu is closest
huhu h uhu to a yard in length?
huhu huhu huhu huhu



A. 0.01 m h uhu


B. 0.1m
C. 1 m huhu


D. 100 m huhu


E. 1000 m huhu


Ans: C h u h u




Ans:
B h u h u

2 Chapter 1: MEASUREMENT huhu

,6. There is no SI base unit for area because:
hu hu huhu huhu huhu huhu huhu huhu h u hu



A. an area has no thickness; hence no physical standard can be built
huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu


B. we live in a three (not a two) dimensional world
huhu huhu huhu huhu huhu huhu huhu huhu huhu


C. it is impossible to express square feet in terms of meters
huhu huhu huhu huhu huhu huhu huhu huhu huhu huhu


D. area can be expressed in terms of square meters
huhu huhu huhu huhu huhu huhu huhu huhu


E. area is not an important physical
huhu huhu huhu huhu huhu



quantity Ans:
huhu D huhu h u h u




7. The SI base unit for
huhu huhu huhu huhu huhu mass huhu is:
A. gram
B. pound
C. kilogram
D. ounce
E. kilopound
Ans: C h u h u




8. A gram
h u h u h uh u is:
A. 10−6 h u h u
kg
B. 10−3 h u h u
kg
C. 1 kg
h u h u


D. 103 h u h u
kg
E. 106 h u h u
kg
Ans: h u h u B

9. Which of the following weighs about a pound?
huhu huhu huhu huhu huhu huhu huhu



A. 0.05 kg huhu


B. 0.5 kg huhu


C. 5 kg h u hu


D. 50 kg huhu


E. 500 kg huhu



Ans: D h u h u




10. (5.0 × 104)
h u h u huhu h u h u × huhu (3.0 h u h u × huhu 106) h u h u =
A. 1.5 × 109 h u hu huhu

B. 1.5 × 1010 huhu huhu

C. 1.5 × 1011 huhu huhu

D. 1.5 × 1012 huhu huhu

E. 1.5 × 1013 huhu huhu



Ans: C h u h u




11. (5.0 h u h u × h u h u 104) h u h u × huh u (3.0 h u h u × h u h u 10−6) h u h u =
A. 1.5 huhu × huhu 10−3
B. 1.5 huhu × huhu 10−1
C. 1.5 huhu × huhu 101
D. 1.5 huhu × huhu 103
E. 1.5 huhu × huhu 105


Chapter 1: MEASUREMENT
huhu 3

, 12. 5.0 ×
huhu hu h u 105 + 3.0 h u h u
huhu huhu × huhu 106 h u h u
=
A. 8.0 × 10
huhu
5huhu

B. 8.0 × 106
huhu huhu

C. 5.3 huhu × 105 huhu

D. 3.5 huhu × 105 huhu

E. 3.5 huhu × 106 huhu


Ans: E
h u h u




13. (7.0 ×
h u h u h u h u 106)/(2.0 h u h u × h u h u 10−6) h u h u =
A. 3.5 × huhu huhu 10−12
B. 3.5 × huhu huhu 10−6
C. 3.5
D. 3.5 × huhu huhu 106
E. 3.5 × huhu huhu 1012
Ans: h u h u E

14. The number of significant
huhu huhu huhu h uhu figures in 0.00150
huhu huhu h u hu is:
A. 2
B. 3
C. 4
D. 5
E. 6
Ans: B h u h u




15. The number of significant figures in 15.0 is:
huhu huhu huhu huhu huhu huhu huhu



A. 1
B. 2
C. 3
D. 4
E. 5
Ans: C h u h u




16. 3.2 huhu × huhu 2.7 huhu =
A. 9
B. 8
C. 8.6
D. 8.64
E. 8.640
Ans: h u h u C




Ans:
B
h u h u

2 Chapter 1: MEASUREMENThuhu

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