Use the temperatures box-and-whisker plot to solve.
WILL MEDAL + FAN :)
What are the quartiles of the data?
A.
lower quartile (Q1) = 14
median (Q2) = 22
upper quartile (Q3) = 27
B.
lower quartile (Q1) = 12
median (Q2) = 22
upper quartile (Q3) = 30
C.
lower quartile (Q1) = 14
median (Q2) = 20
upper quartile (Q3) = 27
D.
lower quartile (Q1) = 14
median (Q2) = 22
upper quartile (Q3) = 26
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OpenStudy (anonymous):
OpenStudy (anonymous):
@Data_LG2
OpenStudy (anonymous):
Q2= median
OpenStudy (anonymous):
whats q3? I don't know that one
OpenStudy (anonymous):
@Data_LG2
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OpenStudy (anonymous):
Is Q1 the range
OpenStudy (anonymous):
what's between 26 and 28 ?
OpenStudy (anonymous):
27
OpenStudy (anonymous):
yes so that will be your q3 or upper quartile.
range is the difference between your maximum value and minimum value
OpenStudy (anonymous):
Ok I got this thank u
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OpenStudy (anonymous):
if it says INTERQUARTILE RANGE: it means Q3- Q1
but if it says RANGE only, it will be : MAX-MIN.