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| print(basetable.head()) | |
| # Assign the number of rows in the basetable to the variable 'population_size'. | |
| population_size = len(basetable) | |
| # Print the population size. | |
| print(population_size) | |
| # Assign the number of targets to the variable 'targets_count'. | |
| targets_count = sum(basetable["target"]) | |
| # Print the number of targets. | |
| print(targets_count) | |
| # Print the incidence, i.e. the number of targets divided by the population size. | |
| print(targets_count/population_size) | |
| # Count and print the number of females. | |
| print(sum(basetable["gender"]== 'F')) | |
| # Count and print the number of males. | |
| print(sum(basetable["gender"]== 'M')) | |
| from sklearn import linear_model | |
| # Create a dataframe X that only contains the candidate predictors age, gender_F and time_since_last_gift. | |
| X = basetable[["age", "gender_F", "time_since_last_gift"]] | |
| # Create a dataframe Y that contains the target. | |
| Y = basetable[["target"]] | |
| # Create a logistic regression model logreg and fit it to the data. | |
| logreg = linear_model.LogisticRegression() | |
| logreg.fit(X, Y) | |
| coef = logreg.coef_ | |
| # Assign the intercept to the variable intercept | |
| intercept = logreg.intercept_ | |
| # Print coef and intercept | |
| print(coef) | |
| print(intercept) | |
| new_data = current_data[["age","gender_F","time_since_last_gift"]] | |
| # Make a prediction for each observation in new_data and assign it to predictions | |
| predictions = logreg.predict_proba(new_data) | |
| predictions_sorted = predictions.sort(["probability"]) | |
| # Print the row of predictions_sorted that has the donor that is most likely to donate | |
| print(predictions_sorted.tail(1)) |
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