Let's simplify the expression step by step.
Step 1: Calculate \(0,056 * 1,05\)
\[ 0,056 * 1,05 = 0,0588 \]
Step 2: Add \(0,0132 + 0,0588\)
\[ 0,0132 + 0,0588 = 0,072 \]
Step 3: Substitute back into the expression
Now the expression looks like this:
\[ 43,58:1,4 - 0,072 \]
Step 4: Calculate \(43,58:1,4\)
This is equivalent to \( \frac{43,58}{1,4} \):
\[ \frac{43,58}{1,4} = 31,1357142857 \quad (\text{approximately } 31,136) \]
Step 5: Subtract \(0,072\) from the result
\[ 31,136 - 0,072 = 31,064 \]
So, the final result of the expression \(43,58:1,4-(0,0132+0,056*1,05)\) is approximately:
\[ \boxed{31,064} \]