{{asɛmtiNe Ɔkyerɛwfo}} | Nhomakorabea | Nneɛma a ɛma wotumi yɛ ade

10

Construct a dot plot of the data on Hours of TV. Would you describe this data distribution as approximately symmetric or as skewed?

10

If you wanted to describe a typical number of hours of TV watched for these ten students, would you use the mean or the median? Calculate the value of the measure you selected.

10

Here is a dot plot of the data on total value of coins.

10

Why are the values of the mean and the median that you calculated in question 3 so different? Which of the mean and the median would you use to describe a typical value of coins for these ten students?

From EngageNY.org of the New York State Education Department. Grade Algebra i Mathematics Module 2, Topic A, Lesson 2. Internet. Available from https://www.engageny.org/resource/algebra-i-module-2...; accessed 17/Oct/2015.

Algebra I.2.A.02 - Describing the Center of a Distribution - Exit Ticket

Construct a dot plot of the data on Hours of TV. Would you describe this data distribution as approximately symmetric or as skewed?

If you wanted to describe a typical number of hours of TV watched for these ten students, would you use the mean or the median? Calculate the value of the measure you selected.

Algebra I.2.A.02 - Describing the Center of a Distribution - Exit Ticket

Construct a dot plot of the data on Hours of TV. Would you describe this data distribution as approximately symmetric or as skewed?

If you wanted to describe a typical number of hours of TV watched for these ten students, would you use the mean or the median? Calculate the value of the measure you selected.

Here is a dot plot of the data on total value of coins.

Why are the values of the mean and the median that you calculated in question 3 so different? Which of the mean and the median would you use to describe a typical value of coins for these ten students?

Here is a dot plot of the data on total value of coins.

Why are the values of the mean and the median that you calculated in question 3 so different? Which of the mean and the median would you use to describe a typical value of coins for these ten students?