Answer:

Explanation:
Here we need to order all numbers from least to greatest. To do that, we can recur to the decimal number of each fraction.
We have

First, we have to position the negative numbers, because they are less than positive numbers. Between
and -2 \frac{1}{2}, which is the least?


Therefore, we have to position
first, second
, because -2.5 is less than -0.375.
To position the other two numbers we do the same process:


In this case, 2.5 is more than 0.875. So, the fourth number is 0.875 and the fifth number is 2.5.
Therefore, the correct position is:
