11.) Find each absolute value. Then, order the numbers from LEAST to GREATEST. $$ -|-20|,|6|,|-2|,-|7| $$

Question

UpStudy AI · Accepted Answer

Let's find the absolute values of each number in the set:

1. $$ -|-20| $$:
   - The absolute value of $$-20$$ is $$20$$, so $$ -|-20| = -20 $$.

2. $$ |6| $$:
   - The absolute value of $$6$$ is $$6$$.

3. $$ |-2| $$:
   - The absolute value of $$-2$$ is $$2$$.

4. $$ -|7| $$:
   - The absolute value of $$7$$ is $$7$$, so $$ -|7| = -7 $$.

Now we have the following values:
- $$ -20 $$
- $$ 6 $$
- $$ 2 $$
- $$ -7 $$

Next, we will order these numbers from least to greatest:
- $$ -20 $$
- $$ -7 $$
- $$ 2 $$
- $$ 6 $$

So, the ordered list from least to greatest is:
$$
-20, -7, 2, 6
$$
The ordered list from least to greatest is: -20, -7, 2, 6.

11.) Find each absolute value. Then, order the numbers from LEAST to GREATEST. \( -|-20|,|6|,|-2|,-|7| \)