E-STAT provides graphing tools to help us explore relationships among data variables.
The following example analyses the economic impact of tourism in relation to the Balance of payments. We will review the concept of seasonal effect. Also, we will complete a scatter graph. The scatter graph is used to examine relationships.
Accessing E-STAT
You can access E-STAT on Statistics Canada's website at http://www.statcan.gc.ca under Learning Resources or directly at http://estat.statcan.gc.ca.
Finding the right table
Selecting characteristics
This will generate a graph that looks like the following:
Source: Statistics Canada, CANSIM Table 376-0003, using E-STAT (distributor)
Analysis 1
Is there an increase or decrease in Travel receipts? ____________________________________
Answer
At which time of the year are travel receipts at their highest? Why? ____________________________________
Answer
Display the data as a percent change year-to-year
Go back to the previous screen.
In order to remove the effect of seasonality, let's compare each quarter to the same quarter of the previous year. The seasonal adjustment is a statistical technique used to remove the effect of normal seasonal fluctuations in data so underlying trends become more evident. Click on Manipulate data.
After the statement frequency of the output data will be, choose from the list percent changes, year-to-year and click Retrieve now. This will generate a graph that looks like the following:

Source: Statistics Canada, CANSIM Table 376-0003, using E-STAT (distributor)
Analysis 2
In which year was there an amazing increase in the value of travel receipts? Explain why ___________________________________
Answer
Tourism seems to have somewhat of a cycle. How long does the tourism cycle last? ____________________________________
Answer
Adding more series to our list
Get back to the previous screen.

Source: Statistics Canada, CANSIM Table 387-0003, using E-STAT (distributor)
Analysis 3
Is there a relationship between employment in food and beverage services and international travel? ____________________________________
Answer
Note: The line of best fit for the data (linear regression) is drawn as a dotted line.
When travel receipts are low, why is there still employment in food and beverage services? ____________________________________
Answer
Copy the graph into a word processing document.