The  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero of observations, is the sum of the values of all the observations divided by the total number of observations.

A  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero is that value among the observations which occurs most often, that is, the value of the observation having the maximum frequency.

The  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero is a measure of central tendency which gives the value of the middle-most observation in the data.

The  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero can also be calculated for grouped data with unequal class sizes.

3 Median =  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero + 2  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero.

The median of grouped data with  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero can also be calculated.

An  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero is a shape consisting of a concave arc flowing into a convex arc, so forming an S-shaped curve with vertical ends.

The  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero of a class is the frequency obtained by adding the frequencies of all the classes preceding the given class.

The  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero of a frequency distribution can be determined graphically from ogive.

Mode is the  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero frequent value.

The algebraic sum of the deviations of a frequency distribution from its mean is always  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero.

The A.M. of a set of 50 numbers is 38. If two numbers of the set namely 55 and 45 are discarded, the A.M. of the remaining set of numbers is  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero.

If x is the mean of a distribution, then Σfi(xi – x) is equal to  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero.

If Σfi = 11, Σfixi = 2p + 52 and the mean of any distribution is 6, then the value of p= 12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero.

A set of numbers consists of four 5’s, six 7’s, ten 9’s, eleven 12’s, three 13’s, two 14’s. The mode of this set of numbers is  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero.

The mode of the numbers 2, 3, 4, 4. 3, 5, 3, 6 is  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero.

There are  12337.57cumulative frequencymaximummeanmedianmodeogeetwounequal class sizeszero types of cumulative frequency curve.