To simplify the expression \( \sqrt[3]{22} + \sqrt[3]{22} + \sqrt{22} \), we start by combining like terms.
First, we have two terms of \( \sqrt[3]{22} \): \[ \sqrt[3]{22} + \sqrt[3]{22} = 2\sqrt[3]{22} \]
Now, we can rewrite the entire expression: \[ 2\sqrt[3]{22} + \sqrt{22} \]
This is the simplified form of the expression. Therefore, the final answer is: \[ 2\sqrt[3]{22} + \sqrt{22} \]