Chapter 1 and 2 September 24, 2006
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If you got a problem – yo, we’ll solve it! (But, what are problems?)
Plan a Strategy:
1. predict a solution
2. Look for patterns
3. Develop a model or idea, system, and/or structure that represents what you are trying to explain
4. Break the problem down
Scientific Method – Meet Professor PHEOC!
Problem – situation in which something appears to be missing
Hypothesis – testable prediction
Experiment – organized procedure for testing a hypothesis
Observation – using your senses to gather information, instruments
Conclusions
Use what you know about the problem
Control – needed to draw a conclusion, standard for comparison
Constant – factor that does not change or vary in an experiment
Standards of Measurement
SI prefixes
|
Factor |
Name |
Symbol & Factor |
|
109 |
giga |
G 1 000 000 000 |
|
106 |
mega |
M 1 000 000 |
|
103 |
kilo |
k 1000 |
|
10-1 |
deci |
d 0.1 |
|
10-2 |
centi |
c 0.01 |
|
10-3 |
milli |
m 0.001 |
|
10-6 |
micro |
µ 0.000 001 |
|
10-9 |
nano |
n 0.000 000 001 |
SI base units
|
|
SI base unit
|
|
|
length |
meter |
m |
|
mass |
kilogram |
kg |
|
time |
second |
s |
|
thermodynamic temperature |
kelvin |
K |
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Definitions of the SI base units
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Unit of length |
meter |
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Unit of mass |
kilogram |
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Unit of time |
second |
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Unit of |
Kelvin |
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0˚C = 273 Kelvin
SI derived units – Combining SI units together
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Table 2. Examples of SI derived units
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SI derived unit
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area |
square meter |
m2 |
|
volume |
cubic meter |
m3 |
|
speed, velocity |
meter per second |
m/s |
|
acceleration |
meter per second squared |
m/s2 |
|
mass density |
kilogram per cubic meter |
kg/m3 |
Graphing
Line graph – used to show trends of how data changes over time

Bar graph – comparing collected info

Circle graphs – used to show how a fixed quantity is broken down into parts. The circular pie represents the total.