10 Use graph paper for this question.
A survey regarding height (in cm) of 60 boys belonging to class 10 of a school was
conducted. The following data was recorded:
Height (in cm) 135 - 140 140 - 145 145 - 150 150 - 155 155 - 160 160 - 165 165 - 170
4
8
No. of boys
20
14
7
6.
1
1
Taking 2 cm = height of 10 cm on one axis and 2 cm = 10 boys along the other axis,
draw an ogive of the above distribution. Use the graph to estimate the following:
y median
(ii) lower quartile
(iii) if above 158 is considered as the tall boy of the class, find the number of boys in
the class who are tall.
(2018)
Answers
Given : A survey regarding height (in cm) of 60 boys belonging to class 10 of a school
To Find : draw an ogive
find Median
Solution:
Height (in cm) f Less than More than
135 - 140 4 4 60
140 - 145 8 12 56
145 - 150 20 32 48
150 - 155 14 46 28
155 - 160 7 53 14
160 - 165 6 59 7
165 - 170 1 60 1
Median = 149.5
Less than ogive
The points with the upper limits of the class are plotted on x axis and the corresponding less than cumulative frequencies on y axis.
More than ogive
The points with the lower limits of the class are plotted on x axis and the corresponding less than cumulative frequencies on y axis.
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Given : A survey regarding height (in cm) of 60 boys belonging to class 10 of a school
To Find : draw an ogive
find Median
Solution:
Height (in cm) f Less than More than
135 - 140 4 4 60
140 - 145 8 12 56
145 - 150 20 32 48
150 - 155 14 46 28
155 - 160 7 53 14
160 - 165 6 59 7
165 - 170 1 60 1
Median = 149.5
Less than ogive
The points with the upper limits of the class are plotted on x axis and the corresponding less than cumulative frequencies on y axis.
More than ogive
The points with the lower limits of the class are plotted on x axis and the corresponding less than cumulative frequencies on y axis.