Each of the questions consists of a question followed by three statements. You have to study the question followed by three statements and decide which of the statements is/are necessary to answer the questions.
What is the population of State A ?
A. After an increase in the population of state A by 15% it becomes 1.6 lakhs
B. Ratio of population of state A to that of state B is 7 : 8.
C. Population of state B is 1.6 lakhs.
I : Let population before increase = x lakhs
$$\frac{1.6-x}{x}$$*100 = 15
=> x=1.39 = ~1.4 lakhs
Thus, I is sufficient.
II : Ratio of population of state A to state B = 7:8
Thus, we cannot find population of state A. II is not sufficient alone.
III : Population of B = 1.6 lakhs. Population of A is not given.
Thus, III is not suficient alone.
II & III : Let population of A = 7x
Population of B = 8x = 1.6 lakhs => x = 0.2 lakhs
Thus, population of A = 7*0.2 = 1.4 lakhs.
Thus, II & III together are sufficient.
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