The document discusses arranging integers from least to greatest and greatest to least by their position on the number line. It explains that integers become smaller as they move left and larger as they move right. It then provides examples of arranging lists of integers from least to greatest and greatest to least by considering the sign and absolute value of each integer.

1. As the integer goes to the right, the value
becomes bigger. As the integer goes to
the left, the value becomes smaller. We
can compare integers if we know how to
determine their values in the number line.

3. Arrange the integers - 3, - 2, 0, - 6, + 8 and + 2
from least to greatest
Answer:
- 6, - 3, - 2, 0, + 2, +8

4. To arrange integers in order from least to greatest
or ascending order, start with the negative number
with greatest absolute value ( -6, -3, -2). These
are all negative numbers in the list, so 0 will
follow. Then arrange the positive numbers with
smallest absolute value (+2, +8).

5. Arrange the integers - 9, - 2, + 3, +10, 0, and - 12
from greatest to least.
Answer:
+10, +3, 0, - 2, - 9, -12

6. To arrange integers from greatest to least or
descending order, start with the largest positive
number or with the greatest absolute value (+10,
+3) and 0 will follow. Then arrange the negative
integers with smallest absolute value ( -2, -9, -12).
Therefore, the integers are arranged in
descending order as +10, +3, 0, -2, -9, -12