Respuesta :
Because the choices concern more about the median, the median of Data set A is equal to 17. The median of Data set B is 16. Thus, the median for A is not exactly similar to the median of B.
The range of Data Set A is 8 while that of Data Set B is 7. Thus, the range of A is greater compared to B.
The range of Data Set A is 8 while that of Data Set B is 7. Thus, the range of A is greater compared to B.
Answer:
Step-by-step explanation:
The given data set A is:
16, 10, 18, 24
Arrange in ascending order, we have
10,16, 18, 24
Since, median is the mid value of the given set, therefore
[tex]Median of set A=\frac{10+18}{2}=14[/tex]
Range of the given data set A is given as:
[tex]Range=24-10=14[/tex]
The given data set B is:
21, 14, 16, 14, 19
Arrange in ascending order, we have
14, 14, 16, 19, 21
Since, median is the mid value of the given set, therefore
[tex]Median of set B=16[/tex]
Range of the given data set B is given as:
[tex]Range=21-14=7[/tex]
Median of data set A is less than data set B and the range of data set A is greater than range of the data set B.