\begin{tabular}{l} Akeem created a list by correctly putting a group of fractions, \ percentages, and decimals in order from least to greatest value. \ Which list could be the one Akeem created? \ A $$ 0.21 \quad 22 \% $$ \ B $$ 22 \% $$ \ \hline\end{tabular}

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To determine which list Akeem could have created by ordering the values from least to greatest, we need to convert all the values into a common format. In this case, we can convert the percentage to a decimal for easier comparison.

1. **Convert the percentage to decimal:**
   - $$ 22\% = \frac{22}{100} = 0.22 $$

Now we have the following values to compare:
- $$ 0.21 $$
- $$ 0.22 $$

2. **Order the values:**
   - The values in order from least to greatest are:
     - $$ 0.21 $$
     - $$ 0.22 $$

Thus, the ordered list is:
- $$ 0.21, 22\% $$ (which is $$ 0.22 $$)

Based on this analysis, the list Akeem created could be:
- **A** $$ 0.21 \quad 22\% $$

Therefore, the correct answer is **A**.
Akeem's ordered list is $$ 0.21 \quad 22\% $$.

\begin{tabular}{l} Akeem created a list by correctly putting a group of fractions, \\ percentages, and decimals in order from least to greatest value. \\ Which list could be the one Akeem created? \\ A \( 0.21 \quad 22 \% \) \\ B \( 22 \% \) \\ \hline\end{tabular}

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