Question : In an office 70% of the staff is male, 70% of the males and 30% of the females voted for Anuj. Find the percentage of the people who voted for Anuj.
Option 1: 56%
Option 2: 58%
Option 3: 52%
Option 4: 54%
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Correct Answer: 58%
Solution : Let the total number of employees be 100. 70% are males in office = 70 70% of males voted for anuj = $\frac{70}{100}\times70 = 49$ $\therefore$ Number of females = 100 – 70 = 30 30% of females voted for anuj = $\frac{30}{100}\times30 = 9$ People voted for Anuj = 49 + 9 = 58 $\therefore$ Required percentage $=\frac{\text{People who voted }}{\text{Total employees}}\times100=\frac{58}{100}\times100= 58\%$ Hence, the correct answer is 58%.
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