Working Within Prefixes
Tera (T) | 1012 |
Giga (G) | 109 |
Mega (M) | 106 |
kilo (k) | 103 |
hecto (h) | 102 |
deca (da) | 101 |
No Prefix | 100 |
deci (di) | 10-1 |
centi (c) | 10-2 |
milli (m) | 10-3 |
micro (:) | 10-6 |
nano (n) | 10-9 |
pico (p) | 10-12 |
femto (f) | 10-15 |
atto (a) | 10-18 |
The question of confusion when moving within the prefixes seems to evolve around, are we increasing in the amount of units (positive)? Or are we decreasing in the amount of units (negative)?
By looking at the graph above, this can be explained:
If you are in the negative part of the graph and you have to move in the positive direction then:
|
If you are in the positive part of the graph and you have to move in the negative direction then:
|
The amount of units counted between T and n is 21. This becomes 1021This | |
Conversion is calculated in the following manner |
Now let us reverse this setup and see how it applies to our prefixes and units: 10.4pCi = _____ TCi
The amount of units counted between p and T are 24. This becomes 1024 | |
Conversion is calculated in the following manner |
Return to the Lecture on Units
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