Introduction to Data Interpretation


Introduction to Data Interpretation

Direction: The pie chart given here shows the breakup of the cost of construction of a house on various heads. Study the chart and answer the questions.

  1. Expenditure incurred on timber is what per cent of the expenditure on cement?









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    Required percentage

    =
    36
    × 100 = 50%
    72

    Correct Option: B

    Required percentage

    =
    36
    × 100 = 50%
    72


  1. The total expenditure incurred on bricks, steel and cement is what per cent of the total cost of construction?









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    Corresponding angle on the expenditure on bricks, steel and cement
    = 54 + 54 + 72 = 180°
    ∵ 360° ≡ 100%

    ∴ 180° ≡
    100
    × 180 = 50%
    360

    Correct Option: A

    Corresponding angle on the expenditure on bricks, steel and cement
    = 54 + 54 + 72 = 180°
    ∵ 360° ≡ 100%

    ∴ 180° ≡
    100
    × 180 = 50%
    360



  1. If the total cost of construction of the house is $ 15,00,000, how much amount of money was spent on labour?









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    Corresponding angle of labour = 90°

    Clearly, 90° =
    1500000 × 90
    360

    = $ 375000

    Correct Option: D

    Corresponding angle of labour = 90°

    Clearly, 90° =
    1500000 × 90
    360

    = $ 375000


Direction: The pie graph given here shows the break-up of the cost of construction of a house. Assuming that the total cost of construction is $ 6,00,000, answer the questions.

  1. The amount spent on labour exceeds the amount spent on supervision by









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    Differences in percentage

    =100× 90° - 100× 54°%
    360°360°

    ∴ Required difference
    = 600000
    10
    = $ 60,000
    100

    Correct Option: D

    Differences in percentage

    =100× 90° - 100× 54°%
    360°360°

    ∴ Required difference
    = 600000
    10
    = $ 60,000
    100



  1. The amount spent on cement, steel and supervision is what per cent of the total cost of construction?









  1. View Hint View Answer Discuss in Forum

    Required per cent

    =
    100
    × (72° + 54° + 54°)
    360

    =
    100
    × 180° = 50 per cent
    360

    Correct Option: C

    Required per cent

    =
    100
    × (72° + 54° + 54°)
    360

    =
    100
    × 180° = 50 per cent
    360