The pie chart given shows the percentage distribution of total number of voters in five different localities. The total number of voters in all five localities is 25,000. Find the number of female voters in locality A, if the ration of the number of male voters to the number of female voters in locality a is 12:13.

Correct option is B

​$$\textbf{Given:} \\\text{Total number of voters} = 25000 \\\text{Percentage of voters in locality A} = 23\% \\[10pt]\textbf{Step 1: Calculate total voters in locality A} \\\text{Voters in A} = \frac{23}{100} \times 25000 = 5750 \\[10pt]\textbf{Step 2: Use the given ratio of Male : Female = 12 : 13} \\\text{Total parts} = 12 + 13 = 25 \\\text{Let one part} = x \Rightarrow \text{Total} = 25x = 5750 \\x = \frac{5750}{25} = 230 \\[10pt]\textbf{Step 3: Calculate Female Voters} \\\text{Female voters} = 13x = 13 \times 230 = \boxed{2990} \\[10pt]\textbf{Final Answer:} \boxed{\text{Option (b) } 2990}$$​​