Day 5 Boxplot Dailygrade cloned 9/16/2020

Last updated almost 5 years ago

15 questions

4

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Day 5 Boxplot Dailygrade cloned 9/16/2020

Last updated almost 5 years ago

15 questions

4

An outlier is a data value that differs greatly from other values in a data set.
Which is the outlier rule for the lower boundary?

4

An outlier is a data value that differs greatly from other values in a data set.
Which is the outlier rule for the upper boundary?

4

The following are the amounts, in dollars, that 15 items sold for at a silent auction as part of a school fundraiser.

15, 24, 89, 76, 45, 32, 55, 140, 72, 21, 52, 68, 81, 33, 40

Use your Ti-84 calculator to find the 5# summary from the data above.
What is the lower fence for determining if outliers are present?

4

The following are the amounts, in dollars, that 15 items sold for at a silent auction as part of a school fundraiser.

15, 24, 89, 76, 45, 32, 55, 140, 72, 21, 52, 68, 81, 33, 40

Use your Ti-84 calculator to find the 5# summary from the data above. This is the same data as #3.
What is the upper fence for determining if outliers are present?

4

The following are the times, in seconds, that 15 people spent taking an online survey.

125, 91, 261, 25, 155, 105, 195, 132, 110, 143, 121, 99, 167, 165, 160

Use your Ti-84 calculator to find the 5# summary from the data above.
This is a new set of data (different from #3).

Calculate the lower fence for determining if outliers are present in the data set.

4

The following are the times, in seconds, that 15 people spent taking an online survey.

125, 91, 261, 25, 155, 105, 195, 132, 110, 143, 121, 99, 167, 165, 160

Use your Ti-84 calculator to find the 5# summary from the data above.
This is the same set of data as #6.

Calculate the upper fence for determining if outliers are present in the data set.

4

The following are the times, in seconds, that 15 people spent taking an online survey.

125, 91, 261, 25, 155, 105, 195, 132, 110, 143, 121, 99, 167, 165, 160

Using the 5# summary from the data above and your calculations for #6 & 7, are there anyoutliers present in this data set? If so, which one? If there is an outlier enter it below or write 'none'

4

Use the boxplot below to describe the distribution:

Give the median:
(no units necessary,none given)

4

Use the boxplot below to describe the distribution:

Calculate the IQR as one number:
(no units necessary,none given)

4

An outlier is a data value that differs greatly from other values in a data set.
Which is the outlier rule for the lower boundary?

An outlier is a data value that differs greatly from other values in a data set.
Which is the outlier rule for the upper boundary?

The following are the amounts, in dollars, that 15 items sold for at a silent auction as part of a school fundraiser.

15, 24, 89, 76, 45, 32, 55, 140, 72, 21, 52, 68, 81, 33, 40

Use your Ti-84 calculator to find the 5# summary from the data above.
What is the lower fence for determining if outliers are present?

The following are the amounts, in dollars, that 15 items sold for at a silent auction as part of a school fundraiser.

15, 24, 89, 76, 45, 32, 55, 140, 72, 21, 52, 68, 81, 33, 40

Use your Ti-84 calculator to find the 5# summary from the data above. This is the same data as #3.
What is the upper fence for determining if outliers are present?

The following are the amounts, in dollars, that 15 items sold for at a silent auction as part of a school fundraiser.

15, 24, 89, 76, 45, 32, 55, 140, 72, 21, 52, 68, 81, 33, 40

Use your Ti-84 calculator to find the 5# summary from the data above. This is the same data as #3.
Are there any outliers present?

Yes, all the data values were inside the calculated fences.

No, there were some data values outside the fences.

Yes, there were some data values outside the fences, there is a low outlier.

No, none of the data values were outside the calculated fences.

Yes, there were some data values outside the fences, there is a high outlier.

The following are the times, in seconds, that 15 people spent taking an online survey.

125, 91, 261, 25, 155, 105, 195, 132, 110, 143, 121, 99, 167, 165, 160

Use your Ti-84 calculator to find the 5# summary from the data above.
This is a new set of data (different from #3).

Calculate the lower fence for determining if outliers are present in the data set.

The following are the times, in seconds, that 15 people spent taking an online survey.

125, 91, 261, 25, 155, 105, 195, 132, 110, 143, 121, 99, 167, 165, 160

Use your Ti-84 calculator to find the 5# summary from the data above.
This is the same set of data as #6.

Calculate the upper fence for determining if outliers are present in the data set.

The following are the times, in seconds, that 15 people spent taking an online survey.

125, 91, 261, 25, 155, 105, 195, 132, 110, 143, 121, 99, 167, 165, 160

Using the 5# summary from the data above and your calculations for #6 & 7, are there anyoutliers present in this data set?

No, there were some data values outside the fences.

No, none of the data values were outside the calculated fences.

Yes, all the data values were inside the calculated fences.

Yes, there were some data values outside the fences, there is a high outlier.

Yes, there were some data values outside the fences, there is a low outlier.

The following are the times, in seconds, that 15 people spent taking an online survey.

125, 91, 261, 25, 155, 105, 195, 132, 110, 143, 121, 99, 167, 165, 160

Using the 5# summary from the data above and your calculations for #6 & 7, are there anyoutliers present in this data set? If so, which one? If there is an outlier enter it below or write 'none'

Match the following histogram to the corresponding boxplot:

Select the letter of the corresponding boxplot:
hint: check the spread, check the median shownon the boxplots, check the IQR, which are closest to the histogram appearance?

The following are the temperatures, in degrees Fahrenheit, of 20 US cities on April 3rd. The boxplot has been created to represent the data.

42, 47, 48, 50, 50, 50, 51, 51, 52, 52, 54, 55, 55, 55, 56, 57, 58, 59, 59, 60

Look carefully, is this boxplot correct?
First check the min and max, then the median.
If needed, calculate the 5# summary in your caculator.

Yes, the min, Q1, Median, Q3 and Maximum all match.

No, the median is incorrect, it should be 53.

No, the maximum is incorrect, it should be 59.

No, the minimum is incorrect it should be 42.

The following are the temperatures, in degrees Fahrenheit, of 20 US cities on April 3rd. The boxplot has been created to represent the data.

46, 47, 48, 50, 50, 50, 51, 51, 52, 52, 54, 55, 55, 55, 56, 57, 58, 59, 59, 60

Based on the appearance of the boxplot, choose the best description.
Look carefully.
Remember: skew means that the data is more spread out on that side in relation to the center of the data.

Roughly symmetric distribution with a median at 53, IQR of about 7.

Slightly skewed right with a median at 53, IQR of about 7.

Slightly skewed left with a median at 52, of about 6.

Bimodal symmetric with a median at 53, IQR of about 6.

Use the boxplot below to describe the distribution:

Give the median:
(no units necessary,none given)

Use the boxplot below to describe the distribution:

Calculate the IQR as one number:
(no units necessary,none given)

Use the boxplot below to describe the distribution:

Select all that describe the data distribution based on the boxplot.

The following are the amounts, in dollars, that 15 items sold for at a silent auction as part of a school fundraiser.

15,  24,  89, 76,  45,  32,  55,  140,  72,  21,  52,  68,  81,  33,  40

Use your Ti-84 calculator to find the 5# summary from the data above. This is the same data as #3.
Are there any outliers present?

Yes, all the data values were inside the calculated fences.

No, there were some data values outside the fences.

Yes, there were some data values outside the fences, there is a low outlier.

No, none of the data values were outside the calculated fences.

Yes, there were some data values outside the fences, there is a high outlier.

The following are the times, in seconds, that 15 people spent taking an online survey.

125,  91,  261,  25,  155,  105,  195,  132,  110,  143,  121,  99,  167,  165,  160

Using the 5# summary from the data above and your calculations for #6 & 7, are there anyoutliers present in this data set? 

No, there were some data values outside the fences.

No, none of the data values were outside the calculated fences.

Yes, all the data values were inside the calculated fences.

Yes, there were some data values outside the fences, there is a high outlier.

Yes, there were some data values outside the fences, there is a low outlier.

Match the following histogram to the corresponding boxplot:

Select the letter of the corresponding boxplot:
hint: check the spread, check the median shownon the boxplots, check the IQR, which are closest to the histogram appearance?

A

B

C

D

I don't know

The following are the temperatures, in degrees Fahrenheit, of 20 US cities on April 3rd. The boxplot has been created to represent the data.

42, 47, 48, 50, 50, 50, 51, 51, 52, 52, 54, 55, 55, 55, 56, 57, 58, 59, 59, 60

Look carefully, is this boxplot correct? 
First check the min and max, then the median. 
If needed, calculate the 5# summary in your caculator.

Yes, the min, Q1, Median, Q3 and Maximum all match.

No, the median is incorrect, it should be 53.

No, the maximum is incorrect, it should be 59.

No, the minimum is incorrect it should be 42.

The following are the temperatures, in degrees Fahrenheit, of 20 US cities on April 3rd. The boxplot has been created to represent the data.

46, 47, 48, 50, 50, 50, 51, 51, 52, 52, 54, 55, 55, 55, 56, 57, 58, 59, 59, 60

Based on the appearance of the boxplot, choose the best description.
Look carefully.
Remember: skew means that the data is more spread out on that side in relation to the center of the data.

Roughly symmetric distribution with a median at 53, IQR of about 7.

Slightly skewed right with a median at 53, IQR of about 7.

Slightly skewed left with a median at 52, of about 6.

Bimodal symmetric with a median at 53, IQR of about 6.

Use the boxplot below to describe the distribution:

Select all that describe the data distribution based on the boxplot.

Center at about 60.

Spread of 56.

Spread of 60.

Center at about 62.

Skewed left because of the long left whisker.

Skewed to the right because of the short right whisker.

A possible peak at 60-62 because the quartile is narrow.

Symmetric because everything looks even.

No apparent outliers.

Possible outliers at 22 or 23.

Day 5 Boxplot Dailygrade cloned 9/16/2020

Day 5 Boxplot Dailygrade cloned 9/16/2020

An outlier is a data value that differs greatly from other values in a data set.Which is the outlier rule for the lower boundary?

An outlier is a data value that differs greatly from other values in a data set.Which is the outlier rule for the upper boundary?

Use the boxplot below to describe the distribution:Give the median: (no units necessary,none given)

Use the boxplot below to describe the distribution:Calculate the IQR as one number: (no units necessary,none given)

An outlier is a data value that differs greatly from other values in a data set.Which is the outlier rule for the lower boundary?

An outlier is a data value that differs greatly from other values in a data set.Which is the outlier rule for the upper boundary?

The following are the times, in seconds, that 15 people spent taking an online survey.125, 91, 261, 25, 155, 105, 195, 132, 110, 143, 121, 99, 167, 165, 160Using the 5# summary from the data above and your calculations for #6 & 7, are there anyoutliers present in this data set?

Match the following histogram to the corresponding boxplot:Select the letter of the corresponding boxplot:hint: check the spread, check the median shownon the boxplots, check the IQR, which are closest to the histogram appearance?

Use the boxplot below to describe the distribution:Give the median: (no units necessary,none given)

Use the boxplot below to describe the distribution:Calculate the IQR as one number: (no units necessary,none given)

Use the boxplot below to describe the distribution:Select all that describe the data distribution based on the boxplot.

An outlier is a data value that differs greatly from other values in a data set.
Which is the outlier rule for the lower boundary?

An outlier is a data value that differs greatly from other values in a data set.
Which is the outlier rule for the upper boundary?

Use the boxplot below to describe the distribution:

Give the median:
(no units necessary,none given)

Use the boxplot below to describe the distribution:

Calculate the IQR as one number:
(no units necessary,none given)

An outlier is a data value that differs greatly from other values in a data set.
Which is the outlier rule for the lower boundary?

An outlier is a data value that differs greatly from other values in a data set.
Which is the outlier rule for the upper boundary?

The following are the times, in seconds, that 15 people spent taking an online survey.

125, 91, 261, 25, 155, 105, 195, 132, 110, 143, 121, 99, 167, 165, 160

Using the 5# summary from the data above and your calculations for #6 & 7, are there anyoutliers present in this data set?

Match the following histogram to the corresponding boxplot:

Select the letter of the corresponding boxplot:
hint: check the spread, check the median shownon the boxplots, check the IQR, which are closest to the histogram appearance?

Use the boxplot below to describe the distribution:

Give the median:
(no units necessary,none given)

Use the boxplot below to describe the distribution:

Calculate the IQR as one number:
(no units necessary,none given)

Use the boxplot below to describe the distribution:

Select all that describe the data distribution based on the boxplot.