If the difference between the mode and the median of a given data is 24 what is the difference between the median and mean? Answer fast..and no spam pls..
2 thoughts on “If the difference between the mode and the median of a given data is 24 what is the difference between the median and mean? <br /”
Answer:
Hi
Step-by-step explanation:
The formula for median in a grouped data is median=l+(n2−cff)×h, where l represent the lower limit of the median class, n represents the total sum of all frequencies, cf represent the cumulative frequency before the median class, f represent the frequency of the median class and h represents the class width.
Central tendency refers to identifying the central position of the given data set. Central tendency has 3 important measures hat are Mean, Median, and Mode. Students are several times confused between each of them. So here, we will explain the differences between all three of them with the help of examples.
Mean: Mean, here the arithmetic mean is the most used measure of central tendency. With both discrete and continuous data set, a mean can be obtained. To obtain the mean of a set of numbers, you have to sum up all the numbers and then divide it using the total numbers. In short, it is taking out the average of all numbers. It can also be said that it is the ratio of the sum of all observations to the total no of observations. In pre-primary classes, it was introduced as average to the students while in higher classes we came to know that it is also known as Mean.
Answer:
Hi
Step-by-step explanation:
The formula for median in a grouped data is median=l+(n2−cff)×h, where l represent the lower limit of the median class, n represents the total sum of all frequencies, cf represent the cumulative frequency before the median class, f represent the frequency of the median class and h represents the class width.
I hope it helps you
Answer:
hi mohatarma remeberme
Step-by-step explanation:
Central tendency refers to identifying the central position of the given data set. Central tendency has 3 important measures hat are Mean, Median, and Mode. Students are several times confused between each of them. So here, we will explain the differences between all three of them with the help of examples.
Mean: Mean, here the arithmetic mean is the most used measure of central tendency. With both discrete and continuous data set, a mean can be obtained. To obtain the mean of a set of numbers, you have to sum up all the numbers and then divide it using the total numbers. In short, it is taking out the average of all numbers. It can also be said that it is the ratio of the sum of all observations to the total no of observations. In pre-primary classes, it was introduced as average to the students while in higher classes we came to know that it is also known as Mean.