Correct Answer - Option 2 : 251.25 m
Concept:
\(True\;length\;line = \frac{{l'}}{l} \times measured\;length\\ \)
Where,
l' is corrected length of chain
l is actual length of chain
Calculation:
True length of line (L) = ?
Actual length of chain (l) = 20 m
Measured length of line (L') = 250 m
Corrected length of chain (l') = 20.1 m
So, we know
\(True\;length\;line = \frac{{l'}}{l} \times measured\;length\\ \)
\(\Rightarrow L = \frac{{20.1}}{{20}} \times 250\)
∴ L= 251.25 m