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If on sunday the no of boys and number of girls increased 21.5% and 16 2/3 respectively as compared?
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If on sunday the no of boys and number of girls increased 21.5% and 16...
Explanation of Increase in Number of Boys and Girls on Sunday



  • Given Information: On Sunday, the number of boys and girls increased by 21.5% and 16 2/3 respectively.

  • Calculating the Increase: To calculate the increase, we need to convert the percentage increase into numbers. Let the initial number of boys and girls be B and G, respectively. Then, the increase in the number of boys is 21.5% of B and the increase in the number of girls is 16 2/3% of G.

  • Converting Percentage into Numbers: We can convert 21.5% into a decimal by dividing it by 100. Therefore, 21.5% = 0.215. Similarly, we can convert 16 2/3% to a decimal by dividing it by 100. Therefore, 16 2/3% = 0.1667.

  • Calculating the Increase: Therefore, the increase in the number of boys is 0.215B and the increase in the number of girls is 0.1667G.

  • Calculating the New Number of Boys and Girls: The new number of boys and girls can be calculated by adding the increase to the initial number. Therefore, the new number of boys is B + 0.215B = 1.215B and the new number of girls is G + 0.1667G = 1.1667G.

  • Comparing the Increase: To compare the increase in the number of boys and girls, we need to calculate the percentage increase for each.

  • Calculating the Percentage Increase: The percentage increase for boys can be calculated by dividing the increase (0.215B) by the initial number of boys (B) and multiplying by 100. Therefore, the percentage increase for boys is (0.215B/B) x 100 = 21.5%. Similarly, the percentage increase for girls is (0.1667G/G) x 100 = 16 2/3%.



Conclusion



  • The number of boys increased by 21.5% and the number of girls increased by 16 2/3% on Sunday.

  • To compare the increase, we calculated the percentage increase for each.

  • The percentage increase for boys was 21.5% and the percentage increase for girls was 16 2/3%.

  • Therefore, the number of boys increased more as compared to the number of girls on Sunday.
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Directions: Read the information and answer the question that follows.There are a total of 6,000 students in a coaching institute which has branches all over India. Out of the total students, 2,800 are girls and 3,200 are boys. They all are preparing for different types of government jobs such as SSC, Banking, UPSC, Railways and CDSE. 30% of the total students are taking coaching related to SSC exam and the number of girls taking coaching for SSC exam is 28% of the number of girls. 20% and 14% of the total students are taking coaching for Banking and UPSC exams, respectively. The number of girls taking coaching for Banking and UPSC exams is 10% and 15% of the total girls, respectively. 20% of the total students are taking coaching for Railways exam and the number of girls taking coaching for Railways exam is 25% of the total girls. 16% of the total students are taking coaching for CDSE exam and the number of girls taking coaching for CDSE exam is 22% of the total girls.Q.By what percent is the number of boys taking coaching for Railways exam more than the number of boys taking coaching for UPSC exam?

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If on sunday the no of boys and number of girls increased 21.5% and 16 2/3 respectively as compared?
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