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Converting Units
To find the equivalent of a unit in another unit we use conversion factors. A
conversion factor is a number, which times the unit is equivalent to the unit you want to
convert to. For example 1 foot is equivalent to 12 inches, so 3 feet would be equivalent
to 36 inches. Another example is: how many seconds are there in three days? We know that 1
minute has 60 seconds, an hour has 60 minutes and a day has 24 hours. So we do the
following:

We always start from the unit we're converting, in this case we're converting days to
seconds, so we start from 3 days. Then we multiply it by the equivalent of 1 day in hours.
Then by the equivalent on 1 hour in minutes and by the equivalent of one minute in
seconds. In this case the number we have to divide by is one, so the operation is just a
multiplication, but this doesn't always happen, for example when we try to convert a
velocity from Kilometers an hour (Km/h) to meters a second (m/s).
The following tables show the most commonly used convertion factors.
| Unit |
Symbol |
Equivalent to |
Symbol |
| 1 meter |
m |
100 centimeters |
cm |
| 1 inch |
in |
2,54 centimeters |
cm |
| 1 foot |
ft |
12 inches |
in |
| 1 hour |
h |
60 minutes |
min |
| 1 minute |
min |
60 seconds |
s |
| 1 meter/second |
m/s |
3.6 kilometers/hour |
km/h* |
| 1 kilogram |
kg |
2,2046 pounds |
lb |
* This conversion factor comes from the following equation:

If you want to do some exercises about converting units click here.
* Next: Systems of Coordinates. *
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