Country | Suicides/ 100,000 | |
Guatemala | 2.5 | |
United Arab Emirates | 2.9 | |
Venezuela, RB | 3 | |
Algeria | 3.1 | |
Lebanon | 3.1 | |
Myanmar | 4.3 | |
Greece | 4.3 | |
Mexico | 5 | |
Israel | 5.5 | |
Tunisia | 5.5 | |
Peru | 5.8 | |
Malta | 6 | |
Colombia | 6.1 | |
Brazil | 6.3 | |
Kenya | 6.5 | |
Ghana | 6.9 | |
Ecuador | 7.5 | |
Italy | 7.9 | |
Ethiopia | 8.4 | |
Spain | 8.5 | |
United Kingdom | 8.5 | |
Turkey | 8.7 | |
Burkina Faso | 9.2 | |
Nicaragua | 9.5 | |
China | 10 | |
Norway | 10.9 | |
Luxembourg | 11.1 | |
Ireland | 11.7 | |
Australia | 11.8 | |
New Zealand | 11.9 | |
Denmark | 12.2 | |
Canada | 12.3 | |
Netherlands | 12.6 | |
Iceland | 13.1 | |
Germany | 13.4 | |
Portugal | 13.6 | |
Argentina | 14.2 | |
United States | 14.3 | |
Switzerland | 15.1 | |
Sweden | 15.4 | |
India | 15.7 | |
Finland | 16.2 | |
Austria | 16.4 | |
France | 16.9 | |
Japan | 19.6 | |
Belgium | 20.5 |
The shape of this distribution is:
How many outliers does this distribution contain? < insert answer >
Mean:
Standard Deviation:
Answer:
1) Histogram :
Using excel :
Path : Insert < charts < column
BOXPLOT:
Using MINITAB
Path : Graph< Boxplot
- From boxplot , outlier is not present in above data.
- From above histogram , the data are Left Skewed because most of values in data are clustered on the left side of the histogram. Data is increasing order.
2 ) From histogram we can say that , Shape of distribution does not contain outlier
3) Mean and Standard deviation
Using MInitab :
Path : stat < discriptive statistics
Mean = 9.917
standard deviation = 4.678
4) For Normal distribution histogram are symmetric . But here histogram is left skewed hence we conclude that the suicide rates (per 100,000) for countries in the data table not follow a normal distribution.
Country Suicides/ 100,000 Guatemala 2.5 United Arab Emirates 2.9 Venezuela, RB 3 Algeria 3.1 Lebanon 3.1...