The mid-point of a class is m and \[l\] is the upper class limit in a continuous frequency distribution. Which of the following would be the lower class limit of the class?

The mid-point of a class is m and \[l\] is the upper class limit in a

1.	The mid-point of a class is m and \[l\] is the upper class limit in a continuous frequency distribution. Which of the following would be the lower class limit of the class?
A.	\[2m+l\]
B.	\[2m-l\]
C.	\[m-l\]
D.	\[m-2l\]
Answer» C. \[m-l\]

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The mid-point of a class is m and \[l\] is the upper class limit in a continuous frequency distribution. Which of the following would be the lower class limit of the class?

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