Examples of using These three variables in English and their translations into French
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Colloquial
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Official
These three variables.
Is it possible to have these three variables at the same time?
These three variables.
The derivatives with respect to each of these three variables.
These three variables are.
Ultimately it is the interaction of these three variables.
These three variables allow us to.
Proportionality between these three variables has been demonstrated.
These three variables are not constant.
Will look closer at one of these three variables.
These three variables have to be prioritised.
The correlations between these three variables two by two were weak.
These three variables are not always defined;
Table M4 shows both historical averages andexpected values for these three variables.
Taken together, these three variables therefore form a.
The expected value, positive or negative,is a mathematical calculation using these three variables.
These three variables explain 56% of total variance.
Bivariate correlations between these three variables were all positive and highly significant;
These three variables are broken down by each single other EEA country.
Charts 5, 6 and7 show the cumulative proportion curves for these three variables, by gender.