Question:

What is the approx production in 1959--60?

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When the later year is given with a \(+d\%\) change, divide by \(1+\frac{d}{100}\) to recover the earlier year.
Updated On: Sep 3, 2025
  • 33654
  • 168270
  • 16827
  • 201924
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The Correct Option is B

Solution and Explanation


For 60--61, quantity \(=201924\) and the change over the previous year (59--60) is \(+20\%\). Thus \(201924 = 1.20 \times \text{(59--60)}\). Hence \[ \text{(59--60)}=\frac{201924}{1.20}=168270\ (\text{approx}). \] \[ \boxed{168270} \]
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