Bowley's coefficient of skewness || Question -2 || Statistics || B.Com

Hello Students,
Welcome to वाणिज्य की पाठशाला ।
Today we will learn about Bowley's coefficient of skewness (Discrete Series)

Bowley skewness is a way to figure out if you have a positively-skewed or negatively skewed distribution. One of the most popular ways to find skewness is the Pearson Mode Skewness formula. However, in order to use it you must know the mean, mode (or median) and standard deviation for your data. Sometimes you might not have that information; Instead you might have information about your quartiles. If that’s the case, you can use Bowley Skewness as an alternative to find out more about the asymmetry of your distribution. It’s very useful if you have extreme data values (outliers)or if you have an open-ended distribution .

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[dizzysissy]

sir tmrw is my exam pls solve this ques to calculate bowley coefficient of skewness .class interval 7-15, 15-23, 23-31, 31-39, 39-47 and frequency are 20, 10, 6, 15, 19. pls sir solve this ques.

[prathameshpawar]

can we solve this sum with the interval assuming difference as 5

[ramratannishad]

Sir aap kafi fast samjha rhe hai thoda slow samjhayiye or writting bhi clear nhi hai
. methods bhi clear samjh nhi aarha
.thoda thehrao ke sath samjhayiye