Essential Question: How can we analyze and interpret data to make informed decisions?
Learning Target: Students will be able to summarize and interpret data using measures of central tendency (mean, median, mode, range, and quartiles) and create visual representations (such as graphs and charts) to effectively communicate their findings.
Show your work for full credit.
If you have 21 circles. Can you put the same amount of circles in each square?
Here are some stats from NBA player Anthony Edwards.
Use his raw stats to answer some questions.
What was his average points per game in his first 20 games played as a professional basketball player?
What was his average assists per game in his first 20 games played as a professional basketball player?
(round your answers to the nearest hundredth) ((that's 2 decimal places))
Here are some stats from NBA player Anthony Edwards.
Use his raw stats to answer some questions.
What were his average points per game during the 20-21 season?
What were his average points per game during the 21-22 season?
What were his average points per game during the 22-23 season?
What were his average points per game during the 23-24 season?
(round your answers to the nearest hundredth) ((that's 2 decimal places))
Here are some stats from NBA player Anthony Edwards.
Use his raw stats to answer some questions.
What were his average steals per game during the 20-21 season?
What were his average rebounds per game during the 21-22 season?
What were his average field goals made per game during the 22-23 season?
What were his average defensive rebounds per game during the 23-24 season?
What was his highest three pointers made per game during the regular season?
(round your answers to the nearest hundredth) ((that's 2 decimal places))
Find these statistical measures from the given data sets:
Make the data is organized from smallest to greatest.
Lower Quartile (Q₁)=
Median (Q₂)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
Find these statistical measures from the given data sets:
Make the data is organized from smallest to greatest.
Lower Quartile (Q₁)=
Median (Q₂)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
Find these statistical measures from the given data sets:
Make the data is organized from smallest to greatest.
Lower Quartile (Q₁)=
Median (Q₂)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
Find these statistical measures from the given data sets:
Make the data is organized from smallest to greatest.
Lower Quartile (Q₁)=
Median (Q₂)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
Analyze this data set using statistical measures.
Mean=
Median=
Mode(s)=
Lower Extreme=
Upper Extreme=
Range=
Lower Quartile (Q₁)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
What are the statistical measures of this box and whisker plot?
Lower Extreme=
Upper Extreme=
Range=
Median=
Lower Quartile (Q₁)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
What percentage of employees were between the ages of 15 and 35?
What are the statistical measures of this box and whisker plot?
Lower Extreme=
Upper Extreme=
Range=
Median=
Lower Quartile (Q₁)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
What percentage of cities got between 3 and 7 days of snow?
What are the statistical measures of this box and whisker plot?
Lower Extreme=
Upper Extreme=
Range=
Median=
Lower Quartile (Q₁)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
What percentage of players made between 6 and 10 baskets?
Analyze this data set using statistical measures.
Mean=
Median=
Mode(s)=
Lower Extreme=
Upper Extreme=
Range=
Lower Quartile (Q₁)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
Analyze this data set using statistical measures.
Mean=
Median=
Mode(s)=
Lower Extreme=
Upper Extreme=
Range=
Lower Quartile (Q₁)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
Analyze this data set using statistical measures. (Round your answer to one decimal place.)
Mean=
Median=
Mode(s)=
Lower Extreme=
Upper Extreme=
Range=
Lower Quartile (Q₁)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
Analyze this data set using statistical measures. (Round your answer to the nearest dollar)
Mean=
Median=
Mode(s)=
Lower Extreme=
Upper Extreme=
Range=
Lower Quartile (Q₁)=
Upper Quartile (Q₃)=
Inter Quartile Range (IQR)=
Essential Question:
What was the Essential Question of this assignment?
(Use complete sentences for full credit)
Learning Outcomes
Can the mean of the data be the same as the lower quartile?
(Use complete sentences for full credit)
1 Question I have.
1 question I have is...
(Must be a question)
OR
What was the hardest part of the assignment?
