class mark of a particular class is 10.5 and class size is 7. Find class interval
Answers
Answered by
121
Let upper and lower limit be x and y respectively
Class mark=10.5
(Lower+Upper) limit/2=10.5
(Lower+Upper) limit= 10.5x2
Lower limit + Upper Limit= 21
Upper+lower limit= 21
x+y=21 ........(1)
Class size= 7
Upper limit - lower limit = 7
x-y=7 .........(2)
Now, on comparing (1)&(2)
we get, x+y = 21
x-y = 7
So, x+y = 21
-x+y= -7
2y=14
y=7
So lower limit = 7
Now put the value of y in (2)
And, x-y = 7
x-7= 7
x=7+7
x=14
Therefore, Upper limit= 14
And, Lower limit= 7
Class mark=10.5
(Lower+Upper) limit/2=10.5
(Lower+Upper) limit= 10.5x2
Lower limit + Upper Limit= 21
Upper+lower limit= 21
x+y=21 ........(1)
Class size= 7
Upper limit - lower limit = 7
x-y=7 .........(2)
Now, on comparing (1)&(2)
we get, x+y = 21
x-y = 7
So, x+y = 21
-x+y= -7
2y=14
y=7
So lower limit = 7
Now put the value of y in (2)
And, x-y = 7
x-7= 7
x=7+7
x=14
Therefore, Upper limit= 14
And, Lower limit= 7
Answered by
33
Hi there !
Ÿour Answer =>
Let upper and lower limit be x and y respectively
Class mark=10.5
(Lower+Upper) limit/2=10.5
(Lower+Upper) limit= 10.5x2
Lower limit + Upper Limit= 21
Upper+lower limit= 21
x+y=21 ........(1)
Class size= 7
Upper limit - lower limit = 7
x-y=7 .........(2)
Now, on comparing (1)&(2)
we get, x+y = 21
x-y = 7
So, x+y = 21
-x+y= -7
2y=14
y=7
So lower limit = 7
Now put the value of y in (2)
And, x-y = 7
x-7= 7
x=7+7
x=14
Therefore, Upper limit= 14
And, Lower limit= 7
Be Brainly!
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