shows the number of 10's, the third the number of 10's, and the fourth the number of 1000's. These are simply increasing powers
of 10.
Scientific notation breaks down a decimal number into two parts: one shows what the numbers are; the second shows how far a
number is to the left or right of the decimal point. For example:
1234 becomes 1.234 times 10
3
(3 places to the right)
654321 becomes 6.54321 times 10
5
(5 places to the right)
.000125 becomes 1.25 times 10-
4
(4 places to the left)
Scientific notation is useful for many shortcuts. You can see that it would take a lot of writing to show 1.0 times 10
87
-
a 1 and
87 zeros! But, in scientific notation this number looks like this:
or
1.0 IE 87
The
PC-3
uses scientific notation whenever numbers become too large to display using decimal notation. This computer uses a
special exponentiation symbol, the IE, to mean "times ten to the":
1234567890000 is displayed as 1.23456789 IE 12
.000000000001 is displayed as 1. IE -12
Those of you who are unfamiliar with this type of notation should take some time to put in a few very large and very small
numbers to note how they are displayed.
42