Consider the following statements about the given double bar graph.
Statement 1: In 2001, the population of North-West was two-thirds of the population of Mid-West.
Statement 2: The population of North- West grew by 100% during 1998-1999.

Both statement 1 and statement 2 are true.

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Statement 1 is true, while statement 2 is false.

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Statement 1 is false, while statement 2 is true.

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Both statement 1 and statement 2 are false.

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Solution

The correct option is C Statement 1 is false, while statement 2 is true.
As per the given double bar graph:
The population of Mid-West in 2001 was 100 million. Two- thirds of this is 66.67 million, which was not the population of North-West in 2001.
Hence, statement 1 is false.

Population of North-West in 1998 = 40 million
Population of North-West in 1999 = 80 million
Percentage increase in population $= \frac{80 - 40}{40} \times 100 % = 100 %$
Hence, statement 2 is true.

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Consider the following statements about the given double bar graph. Statement 1: In 2001, the population of North-West was two-thirds of the population of Mid-West. Statement 2: The population of North- West grew by 100% during 1998-1999.

Consider the following statements about the given double bar graph.
Statement 1: In 2001, the population of North-West was two-thirds of the population of Mid-West.
Statement 2: The population of North- West grew by 100% during 1998-1999.