The Science
of Physics
Fundamental
Units
SI Standards
| Units |
Standard |
Unit
Symbol |
| Meter (length) |
distance traveled by light
in a vacuum in s |
m |
| Kilogram (mass) |
mass of a specific platinum-iridium
alloy cylinder |
kg |
| Second (time) |
9192631700 times the period
of a radio wave emitted from a cesium-133 atom |
s |
Derived
Units-combination of fundamental units, for example
velocity is meters/second.



Link to the National
Institute of Science and Technology
Factor |
Prefix |
Symbol |
| |
yotta- |
Y |
| |
zetta- |
Z |
| |
exa- |
E |
| |
peta- |
P |
| |
tera- |
T |
| |
giga- |
G |
| |
mega- |
M |
| |
kilo- |
k |
| |
hecto- |
h |
| |
deka- |
da |
| |
deci- |
d |
| |
centi- |
c |
| |
milli- |
m |
| |
micro- |
µ |
| |
nano- |
n |
| |
pico- |
p |
| |
femto- |
f |
| |
atto- |
a |
| |
zepto- |
z |
| |
yocto- |
y |
The prefix's in bold
are the most common in Physics Class.
Changing
Measurements (Factor Label Method)
Example 1
The research submersible vessel ALVIN is diving at a speed of 36.5 fathoms
per minute.
(a) Express this speed in meters per second. A fathom (fath) is precisely
6 ft.
(b) What is this
speed in miles per hour?
Example 2
How many square meters are in an area of
?
Dimensional
Analysis
Dimensions
of Some Common Physical Quantities |
Quantity |
Dimension |
| Distance |
|
| Area |
|
| Volume |
|
| Velocity |
|
| Acceleration |
|
| Energy |
|
Example 3
Show that
is
dimensionally consistent. The quantities x and
are
distances,
is
a velocity, and a is an acceleration.
Four
Fundamental Forces
The
Four Fundamental Forces |
| Force |
Couples
with |
Strength |
Range |
| Strong |
Quarks and Particles composed
of them |
|
|
| Electromagnetic |
Electrically charged particles |
|
Unlimited |
| Weak |
Most Particles |
|
 |
| Gravitational |
All particles |
|
Unlimited |
Significant
Digits
Rules for
determining whether zeros are significant figures
1. Zeros between
other nonzero digits are significant.
2. Zeros in front
of nonzero digits are not significant.
3. Zeros that are
at the end of a number and also to the right of the decimal point are
significant.
4. Zeros at the end
of a number but to the left of a decimal are significant if they have
been measured or are the first estimated digit; otherwise, they are
not significant.
Rules for
calculating with significant figures
Type
of Calculation |
Rule |
| Addition or Subtraction |
The final answer should have
the same number of digits to the right of the decimal as the measurement
with the smallest number of digits to the right of the decimal. |
| Multiplication or Division |
The final answer has the
same number of significant figures as the measurement having the
smallest number of significant figures. |
Mathematics
in Physics
In Physics we use
many different areas of mathematics, from simple addition and subtractions
to derivatives and integrals. Most of the math starts with data and
graphs.





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