Calculate the quartiles. Monthly income No. of teachers 250-275 15 275-300 51 300-325 240 325-350 350-375 375-400 400-425 681 978 744 264 425-450 27
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Find out range and coefficient of range.
ANSWER:
Here,
Highest value (H)= 35
Lowest value (L) = 15
Range= Highest value − Lowest value
i.e. R= H− L
Substituting the given values in the formula
R= 35 − 15= 20
Coefficient of Range is as follows:
CR =
H-L
H+L
or, CR =
35-15
35+15
=
20
50
⇒ CR =0.4
Hence, the range (R) of the above data is 20 and coefficient of Range (CR) is 0.4
Highest value among the prices of shares= 250
Lowest Value among the prices of shares= 160
Range (R) = Highest value (H)− Lowest Value (L)
or, R = 250 − 160
⇒ R = 90
Coefficient of Range (CR)=H−LH+L or, CR=250−160250+160=90410⇒ CR =0.219 or 0.22 ( approx.)
Hence, the Range (R) of the above data is 90 and Coefficient of Range (CR) is 0.22
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