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Which gender spends more time on playing computer games? Boys? Girls?<br />By: Hyun Seo<br />
Mean, Mode, Median, Range, Lower and Upper Quartile of minutes per week<br />Mean: 504<br />Mode: 0<br />Median: 457.5<br ...
Which gender spends more time on playing game? Boys? Girls?<br />
Which gender spends more time on playing game? Boys? Girls? (Pie Chart)<br />
Which gender spends more time on playing game? Boys? Girls? (Doughnut Chart)<br />
Reflection<br />		My question is which gender spends more time on playing game, and I answered that the boys spend more ti...
Why I chose Median to answer my question.<br />		I chose median to answer my question because, there are some outliers in ...
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Which gender spends more time playing computor games?

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Student project in a math unit on "Data and Statistics"

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Which gender spends more time playing computor games?

  1. 1. Which gender spends more time on playing computer games? Boys? Girls?<br />By: Hyun Seo<br />
  2. 2. Mean, Mode, Median, Range, Lower and Upper Quartile of minutes per week<br />Mean: 504<br />Mode: 0<br />Median: 457.5<br />Range: 1040<br />Lower Quartile: 127.5<br />Upper Quartile: 910<br />Mean: 73<br />Mode: 60<br />Median: 60<br />Range: 30<br />Lower Quartile: 17.5<br />Upper Quartile: 125<br />Boys<br />Girls<br />
  3. 3. Which gender spends more time on playing game? Boys? Girls?<br />
  4. 4. Which gender spends more time on playing game? Boys? Girls? (Pie Chart)<br />
  5. 5. Which gender spends more time on playing game? Boys? Girls? (Doughnut Chart)<br />
  6. 6. Reflection<br /> My question is which gender spends more time on playing game, and I answered that the boys spend more time on playing game than the girls spend their time on playing game. To find out this answer, I used median of both boys and girls data. <br />
  7. 7. Why I chose Median to answer my question.<br /> I chose median to answer my question because, there are some outliers in both boys and girls data, which makes the data not really fair. I think the median is more accurate since I line up the data in order and find the middle average of the data then adding all number and dividing equally. <br />

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