if in a frequency distribution , the mid value of a class interval is 10 and the width of the class interval is 6 . find the upper limit of the class interval
Answers
Answered by
169
Solution :
Given mid value = x = 10
class width ( h ) = 6
Lower limit = x - h/2
= 10 - 6/2 = 10 - 3 = 7
Upper limit = x + h/2
= 10 + 6/2
= 10 + 3
= 13
Therefore ,
class interval : 7 - 13
lower limit = 7
upper limit = 13
••••
Given mid value = x = 10
class width ( h ) = 6
Lower limit = x - h/2
= 10 - 6/2 = 10 - 3 = 7
Upper limit = x + h/2
= 10 + 6/2
= 10 + 3
= 13
Therefore ,
class interval : 7 - 13
lower limit = 7
upper limit = 13
••••
Answered by
36
mid value =a=10
class width =h=6
lower limit =a-h/2
=10-6/2
=10-3
=7
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