33:9•10

To solve the expression \(33:9 \cdot 10\), we need to interpret the colon (:) as division. Thus, the expression can be rewritten as:

\[ \frac{33}{9} \cdot 10 \]

First, we calculate \(\frac{33}{9}\):

\[ \frac{33}{9} = 3.6667 \quad \text{(approximately)} \]

Now, multiply this result by 10:

\[ 3.6667 \cdot 10 = 36.667 \quad \text{(approximately)} \]

So, the final answer is approximately 36.67.

If you want to express it in fraction form:

\[ \frac{33 \cdot 10}{9} = \frac{330}{9} \]

This can also be simplified further, resulting in approximately 36.67 as a decimal.