Objective Questions
1.
denotes answer available in Student Solutions Manual/Study Guide
Conceptual Questions
1.
denotes answer available in Student Solutions Manual/Study Guide
1. Suppose the three fundamental standards of the met-
ric system were length, density, and time rather than
length, mass, and time. The standard of density in this
system is to be defined as that of water. What consid-
erations about water would you need to address to
make sure that the standard of density is as accurate as
possible?
2. Why is the metric system of units considered superior
to most other systems of units?
3. What natural phenomena could serve as alternative
time standards?
4. Express the following quantities using the prefixes given
in Table 1.4. (a) 3 3 10
2
4
m (b) 5 3 10
2
5
s (c) 72 3 10
2
g
Concepts and Principles
When you compute a result from several measured
numbers, each of which has a certain accuracy, you
should give the result with the correct number of sig-
nificant figures.
When multiplying several quantities, the number of
significant figures in the final answer is the same as the
number of significant figures in the quantity having
the smallest number of significant figures. The same
rule applies to division.
When numbers are added or subtracted, the number
of decimal places in the result should equal the small-
est number of decimal places of any term in the sum or
difference.
The method of dimensional analysis is very power-
ful in solving physics problems. Dimensions can be
treated as algebraic quantities. By making estimates
and performing order-of-magnitude calculations, you
should be able to approximate the answer to a prob-
lem when there is not enough information available to
specify an exact solution completely.
problems
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