Scott wishes to make a line plot of the heights in inches for a basketball team. The heights are listed below. Use the drop-down menus to make the statements below true.
74 79 78 79 82
73 82 84 80 84
74 76 69 78 81
Part A
The least value in the data set is
Choose...
, and the greatest value in the data set is
Choose...
.
Part B
In a frequency table of this data, the data values with the greatest frequency are
Choose...
.
Part A
The least value in the data set is 69, and the greatest value in the data set is 84.
Part B
In a frequency table of this data, the data values with the greatest frequency are 79 and 84.
can you show me the full thing for part B pls
I don't see just 79 and 84
here are the ones I can only choses theses ones:
78, 79, 82, and 84,
82, and 84
74, 79, 82, and 84
74, 78, 79, 82, and 84
Apologies for the confusion. The correct answer for Part B is: in a frequency table of this data, the data values with the greatest frequency are 79 and 82.
To create a frequency table, we can tally the number of times each height appears in the data set:
69: 1
73: 1
74: 2
76: 1
78: 2
79: 2
80: 1
81: 1
82: 2
84: 2
From this table, we can see that both 79 and 82 appear 2 times, which is the greatest frequency for this data set.
witch one can I use for this question because I don't see 79 and 82
witch one can I choses:
78, 79, 82, and 84,
82, and 84
74, 79, 82, and 84
74, 78, 79, 82, and 84
In that case, the closest answer options are “78, 79, 82, and 84” and “74, 79, 82, and 84” since both of these options include at least 2 out of the 3 data values with the highest frequency: 79 and 82. However, neither option includes all three data values (79, 82, and 84) that appear twice in the data set.
So, in order to choose the most accurate answer with the given options, you should choose “78, 79, 82, and 84”.
Ty
You're welcome! If you have any more questions, feel free to ask.
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Part A:
To find the least value and greatest value in the data set, you need to compare all the heights listed below:
74 79 78 79 82
73 82 84 80 84
74 76 69 78 81
To find the least value, look for the smallest number in the entire set. In this case, the least value is 69.
To find the greatest value, look for the largest number in the entire set. In this case, the greatest value is 84.
So, the answer to Part A is:
The least value in the data set is 69, and the greatest value in the data set is 84.
Part B:
To find the data values with the greatest frequency, you need to count how many times each height appears in the data set.
Here are the frequencies for each height:
73: 1 time
74: 2 times
76: 1 time
78: 2 times
79: 2 times
80: 1 time
81: 1 time
82: 2 times
84: 2 times
69: 1 time
From the frequencies, you can see that the heights with the greatest frequency are 74, 78, 79, 82, and 84. All these heights appear 2 times in the data set.
So, the answer to Part B is:
In a frequency table of this data, the data values with the greatest frequency are 74, 78, 79, 82, and 84.