 Statistics - Comparing plots # Statistics – Comparing plots

Teams of inhabitants could be in contrast utilizing field and whisker plots. Total seen unfold and distinction between median is used to attract conclusion that there tends to be a distinction between two teams or not. ## Case 2: Components

P=DBMOVS×100P=DBMOVS×100

The place −

• PP = share distinction
• DBMDBM = Distinction Between Medians.
• OVSOVS = Total Seen Unfold.

## Guidelines

• For a pattern dimension of 30 if this share is bigger than 33% there tends to be a distinction between two teams.
• For a pattern dimension of 100 if this share is bigger than 20% there tends to be a distinction between two teams.
• For a pattern dimension of 1000 if this share is bigger than 10% there tends to be a distinction between two teams.

## Downside Assertion:

Describe the distinction between following units of information.

Sr. No. Identify Set A Set B
1 Max 12 15
2 UQ 10 13
3 Median 7 10
4 LQ 6 9
5 Min 5 6

Take into account the next diagram: OVS=136 =7 DBM=103 =4OVS=13−6 =7 DBM=10−3 =4

Apply the method

P=DBMOVS×100 =47×100 =57.14P=DBMOVS×100 =47×100 =57.14

As share is over 33% thus there’s distinction between Set A and Set B. It’s doubtless that Set B is bigger than Set A. 