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E:\Working\Focus_Learning\Math_Genius-8\Open_Files\05_Chapter_4\Chapter_4
\ 06-Jan-2025 Bharat Arora Proof-6 Reader’s Sign _______________________ Date __________
Example 7: Given below is a pie chart showing the time spent by a group of 350 children in different
games. Observe it and answer the questions that follow.
less than 1 h
34% 1 h
30%
2 h
3 h
4 h
4%
16% 5 h
6%
10%
( a) How many children spend at least one hour in playing games?
( b) How many children spend more than 2 hours in playing games?
( c) Calculate the central angle for the children who spend 3 or fewer hours in playing
games.
( d) Which is greater — the number of children who spend 2 hours or more per day or
the number of children who play for less than one hour?
Solution: (a) Percentage of children who spend at least one hour in playing games
= 16% + 30% + 34% + 10% + 4% = 94%
So, the number of children who spend at least one hour in playing games
94
= 94% of 350 = × 350 = 329
100
( b) Percentage of children who spend more than 2 hours in playing games
= 34% + 10% + 4% = 48%
So, the number of children who spend more than 2 hours in playing games
48
= 48% of 350 = × 350 = 168
100
( c) Percentage of children who spend 3 or fewer hours in playing games
= 6% + 16% + 30% + 34% = 86%
So, the central angle for the children who spend 3 or fewer hours in playing games
86
= 86% of 360° = × 360° = 309.6°
100
( d) Percentage of children who spend 2 hours or more per day
= 30% + 34% + 10% + 4% = 78%
Percentage of children who play for less than one hour = 6%
Since 78% > 6%.
Therefore, the number of children who spend 2 hours or more per day is greater
than the number of children who play for less than one hour.
107 Data Handling

