Introduction to Data Interpretation
Direction: Study the Pie chart carefully and answer the questions.
- Number of students who are members of cricket club only :
-
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From given above pie chart ,
Percent of Non–members = [ 100 – ( 75 + 15 + 5 ) ]% = 5%
Number of Non–members = 40
⇒ 5% = 40 ........( 1 )
Percent of cricket club only = 5%
⇒ Members of cricket club only = 40 { From ( 1 ) }Correct Option: B
From given above pie chart ,
Percent of Non–members = [ 100 – ( 75 + 15 + 5 ) ]% = 5%
Number of Non–members = 40
⇒ 5% = 40 ........( 1 )
Percent of cricket club only = 5%
⇒ Members of cricket club only = 40 { From ( 1 ) }
Hence , Number of students who members of cricket club only are 40.
- Ratio of members of cricket club only and football club only respectively is :
-
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From given above pie chart ,
Percent of cricket club only = 5%
Percent of football club only = 15%
Required ratio = Percent of cricket club only : Percent of football club onlyCorrect Option: A
From given above pie chart ,
Percent of cricket club only = 5%
Percent of football club only = 15%
Required ratio = Percent of cricket club only : Percent of football club only
∴ Required ratio = 5 : 15 = 1 : 3
- The number of students who are members of both the clubs is :
-
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As per the given pie chart in question ,
Percent of non - members = 5%
Number of members of non - members = 40
∴ 5% ≡ 40
Percent of members of both the clubs = 75%Correct Option: D
As per the given pie chart in question ,
Percent of non - members = 5%
Number of members of non - members = 40
∴ 5% ≡ 40
Percent of members of both the clubs = 75%∴ 75% ≡ 40 × 75 = 600 5
Hence , Number of members of both the clubs is 600
Direction: Study the pie chart and answer the given questions. The total expenditure of a company for a particular month is Rs. 60000. The various heads of expenditure I to IV are indicated in a pie chart given below. These heads are :
I. Raw materials
II. Conveyance
III. Electricity
IV. Overhead expenses
- What percentage of total expenditure is on electricity?
-
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According to given pie chart in question , Corresponding angle for expenditure on electricity = 72°
Total angle for expenditure = 360°
Total percent for expenditure = 100%
⇒ 360° ≡ 100%
We know that ,∴ Required percent = Total percent for expenditure × Corresponding angle for expenditure on electricity Total angle for expenditure
Correct Option: D
According to given pie chart in question , Corresponding angle for expenditure on electricity = 72°
Total angle for expenditure = 360°
Total percent for expenditure = 100%
⇒ 360° ≡ 100%
We know that ,∴ Required percent = Total percent for expenditure × Corresponding angle for expenditure on electricity Total angle for expenditure ∴ Required percent = 72° ≡ 100 × 72 = 20% 360
- Total expenditure on conveyance is :
-
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As per the given pie chart in question ,
Corresponding angle for conveyance = 90°
Total expenditure = 360° ≡ $ 60000∴ Total expenditure on conveyance = 90° ≡ Total expenditure × Corresponding angle for conveyance 360
Correct Option: B
As per the given pie chart in question ,
Corresponding angle for conveyance = 90°
Total expenditure = 360° ≡ $ 60000∴ Total expenditure on conveyance = 90° ≡ Total expenditure × Corresponding angle for conveyance 360 Total expenditure on conveyance = 60000 × 90 = $ 15000 360
