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erRoody
Mean and Mean Absolute Deviation - Quir - Level F
The dot plot shows the number of students who attended the first five meetings of a school's Math Club.
Find the mean of the data.
Mean: 9 9 students
At the next meeting of the club, there are 15 students. How does including this value with the data affect the mean?
The mean increases from 9 to 
◻ ? students.
DONE

erRoody\newlineMean and Mean Absolute Deviation - Quir - Level F\newlineThe dot plot shows the number of students who attended the first five meetings of a school's Math Club.\newlineFind the mean of the data.\newlineMean: 99 99 students\newlineAt the next meeting of the club, there are 1515 students. How does including this value with the data affect the mean?\newlineThe mean increases from 99 to \square ? students.\newlineDONE

Full solution

Q. erRoody\newlineMean and Mean Absolute Deviation - Quir - Level F\newlineThe dot plot shows the number of students who attended the first five meetings of a school's Math Club.\newlineFind the mean of the data.\newlineMean: 99 99 students\newlineAt the next meeting of the club, there are 1515 students. How does including this value with the data affect the mean?\newlineThe mean increases from 99 to \square ? students.\newlineDONE
  1. Calculate Mean: To find the mean of the original data, add up the number of students from the first five meetings and divide by 55.
  2. Add Up Numbers: Let's say the original data set is: 8,9,9,10,108, 9, 9, 10, 10 (assuming from the mean given).\newlineAdding these up: 8+9+9+10+10=468 + 9 + 9 + 10 + 10 = 46.
  3. Divide Total: Now divide the total by the number of meetings: 46/5=9.246 / 5 = 9.2. Oops, the mean should be a whole number since we're counting students. Let's round it to 99.

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