567:(1056-235)•22=

To solve the expression \( 567:(1056-235) \cdot 22 \), we first need to follow the order of operations.

1. Calculate \( 1056 - 235 \): \[ 1056 - 235 = 821 \]

2. Substitute the result back into the expression: \[ 567 : 821 \cdot 22 \]

3. Now calculate \( 567 : 821 \): \[ 567 \div 821 \approx 0.691 \]

4. Now multiply the result by 22: \[ 0.691 \cdot 22 \approx 15.202 \]

So the final result is approximately \( 15.202 \).

If you need it in fraction form:

• \( 567 : 821 \) can also be written as \( \frac{567}{821} \).
• Then \( \frac{567}{821} \cdot 22 = \frac{567 \cdot 22}{821} = \frac{12474}{821} \).

This simplifies approximately to \( 15.202 \) as before.

Final answer: \( \approx 15.202 \).