Question:

What is the ratio of the current account balance in 2010 to the current account balance in 2005?

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When a quantity is given as a percentage of GDP, multiply by the corresponding year's GDP to get the absolute value. For ratios involving deficits/surpluses, use magnitudes if the sign is the same in both years.
Updated On: Aug 26, 2025
  • 0.35
  • 4.56
  • 5.01
  • 2.57
  • 5.30
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Solution and Explanation

Step 1: From the table, the current account balance as % of GDP is \(-1.272%\) in 2005 and \(-3.268%\) in 2010. Convert these to absolute balances using GDP (current prices).
2005: \( \text{CAB}_{2005} = 1.272% \times 35662.2 = 0.01272 \times 35662.2 \approx 453.62\).
2010: \( \text{CAB}_{2010} = 3.268% \times 73555.34 = 0.03268 \times 73555.34 \approx 2403.79\).
(We take magnitudes since both are deficits.) Step 2: Ratio \[ \frac{\text{CAB}_{2010}}{\text{CAB}_{2005}} \approx \frac{2403.79}{453.62} \approx 5.30. \] Hence the required ratio is \(\boxed{5.30}\).
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