Pie chart


Direction: Study the pie chart carefully to answer the question that follows

  1. What is the total number of students enrolled in Stitching and Drama Classes together?









  1. View Hint View Answer Discuss in Forum

    The total number of students in Stitching and Drama Classes= ( % of students enrolled in Stitching + % of students enrolled in Drama classes) x 100/ Total number of students in all classes

    Correct Option: D

    The total number of students in Stitching and Drama Classes= ( % of students enrolled in Stitching + % of students enrolled in Drama classes) x 100/ Total number of students in all classes
    Required number of students = (11 + 13) x 3600 / 100 = 24 x 36 = 864


  1. Number of students enrolled in Painting Classes are approximately what percent of those enrolled in Singing Classes?









  1. View Hint View Answer Discuss in Forum

    Required percentage = % of students enrolled in Painting classes x 100/% of students enrolled in Singing classes

    Correct Option: C

    Required percentage = % of students enrolled in Painting classes x 100/% of students enrolled in Singing classes
    Required percentage = 15/18 x 100 = 83.33 = 83%



Direction: Study the following graph and table carefully and answer the questions given below it.

  1. What is the number of male candidates qualified from state 'G'?









  1. View Hint View Answer Discuss in Forum

    Number of candidates appeared from State G = Total number of candidates x % of appeared students from state G.
    Number of candidates qualified from State G = Number of candidates appeared from State G x % qualified from state G
    Number of male candidates qualified from State G = Number of candidates qualified from State G x Ratio of male qualified / total Ratio

    Correct Option: A

    Number of candidates appeared from State G = Total number of candidates x % of appeared students from state G.
    Number of candidates appeared from State G = 3,00,000 x 7/100
    Number of candidates qualified from State G = Number of candidates appeared from State G x % qualified from state G
    Number of candidates qualified from State G = 3,00,000 x 7/100 x 48/100
    Number of candidates qualified from State G = 30 x 7 x 48 = 10080
    Number of male candidates qualified from State G = Number of candidates qualified from State G x Ratio of male qualified / total Ratio
    Number of male candidates qualified from State G = 10080 x 9 /(9 + 11) = 10080 x 9/20 = 4536


  1. Which of the following pair of states have equal number of qualified male candidates ?









  1. View Hint View Answer Discuss in Forum

    Qualified Male Candidates from different states
    A → 4/9 x 49/100 x 15/100 x 300000 = 9800
    B → 6/10 x 61/100 x 18/100 x 300000 = 19764
    C → 3/5 x 45/100 x 23/100 x 300000 = 18630
    E → x 7/13 x 65/100 x 12/100 x 300000 = 12600
    F → 11/19 x 57/100 x 19/100 x 300000 = 18810
    G → 9/20 x 48/100 x 7/100 x 300000 = 4536
    Hence, State C and G have equal number of qualified male candidates

    Correct Option: D

    Qualified Male Candidates from different states
    A → 4/9 x 49/100 x 15/100 x 300000 = 9800
    B → 6/10 x 61/100 x 18/100 x 300000 = 19764
    C → 3/5 x 45/100 x 23/100 x 300000 = 18630
    E → x 7/13 x 65/100 x 12/100 x 300000 = 12600
    F → 11/19 x 57/100 x 19/100 x 300000 = 18810
    G → 9/20 x 48/100 x 7/100 x 300000 = 4536
    Hence, State C and G have equal number of qualified male candidates



  1. What is the percentage of candidates qualified from states 'A' and 'C' together of the total candidates appeared?









  1. View Hint View Answer Discuss in Forum

    Number of Candidates qualified from States A and C together
    = 49/100 x 15/100 x 300000 + 61/100 x 18/100 x 300000
    = 22050 + 32940 = 54990
    Required percentage = 54990/300000 x 100 = 18.33%

    Correct Option: B

    Number of Candidates qualified from States A and C together
    = 49/100 x 15/100 x 300000 + 61/100 x 18/100 x 300000
    = 22050 + 32940 = 54990
    Required percentage = 54990/300000 x 100 = 18.33%