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There are numbers which are bigger or smaller than
others. To recognize if the number is bigger or smaller than another doesn’t
come easily to everyone. You can take a number line to help you. The small
numbers stand left and the big ones stand right.
Example: Which number is bigger: 11 or 21?

Obviously! The 11 lies much farther to the left in
comparison to 21. Then, you either say 11 is smaller than 21 or 21 is
bigger than 11. This is how it is written.
11 < 21 orally: eleven is smaller than twenty
one
21 > 11 orally: twenty one is bigger than
eleven
There are also cases in which in area is described which
is bigger than a number or bigger and equal to the number.
Example: A father sends his son to buy groceries. He’s
supposed to buy bread (which is indicated by a B in our text), but the
father only knows that the bread is more expensive than $2.00 and will not
be more than $5.00:
B > $ 2.00 B is bigger
than 2
B < $ 5.00 B is smaller
than 5
You can also write it in one line. The smallest number is
left, the biggest is right:
$ 2.00 < B < $ 5.00 2 is smaller than B
is smaller than 5.
Second example: his father knows how much the bread will
cost this time. It costs $ 3.00. He sends his son to buy bread again but
this time he’s supposed to return ham too. The son will need at least
$ 3.00 to pay for everything. This is how it is written when we take P as
the price he will have to pay:
P = $ 3.00 P equals 3
P > $ 3.00 P is bigger than 3
There is a sign for smaller or bigger equal:
P $ 3.00 P is at least 3/P is bigger
equal to 3
$ 3.00 P 3 is the smallest possible for P
When
everything together costs $6.00 at the most, it will look like this:
P
$ 6.00 P at the most is $ 6.00/P is
smaller equal $ 6.00

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