\( ( 472.6 l : 17 ) - 88.75 d l + \square = ( 5 \frac { 7 } { 8 } l \cdot 24 ) \)
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Mind Expander
To solve the equation, let's first simplify the right side: \( 5 \frac{7}{8} l\) can be converted into an improper fraction. \(5 \frac{7}{8} l = \frac{47}{8} l\). Now, multiplying by 24 yields: \( \frac{47}{8} l \cdot 24 = \frac{47 \cdot 24}{8} l = \frac{1128}{8} l = 141 l \) Now, let's simplify the left side: First, calculate \(472.6 l : 17 = \frac{472.6}{17} l \approx 27.8 l\). The left side becomes: \(27.8 l - 88.75 d l + \square = 141 l\) To isolate \(\square\), rearranging the equation gives us: \(\square = 141 l - 27.8 l + 88.75 d l\) This results in: \(\square = 113.2 l + 88.75 d l\) So, \(\square\) is equal to \(113.2 l + 88.75 d l\).
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