--- title: "Python tutorial: Train model" description: In part three of this four-part tutorial series, you'll train a linear regression model in Python to predict ski rentals in SQL Server Machine Learning Services. ms.prod: sql ms.technology: machine-learning ms.date: 09/03/2019 ms.topic: tutorial author: dphansen ms.author: davidph ms.custom: seo-lt-2019 monikerRange: ">=sql-server-2017||>=sql-server-linux-ver15||=sqlallproducts-allversions" --- # Python Tutorial: Train a linear regression model in SQL Server Machine Learning Services [!INCLUDE[appliesto-ss-xxxx-xxxx-xxx-md](../../includes/appliesto-ss-xxxx-xxxx-xxx-md.md)] In part three of this four-part tutorial series, you'll train a linear regression model in Python. In the next part of this series, you'll deploy this model in a SQL Server database with Machine Learning Services. In this article, you'll learn how to: > [!div class="checklist"] > * Train a linear regression model > * Make predictions using the linear regression model In [part one](python-ski-rental-linear-regression.md), you learned how to restore the sample database. In [part two](python-ski-rental-linear-regression-prepare-data.md), you learned how to load the data from SQL Server into a Python data frame, and prepare the data in Python. In [part four](python-ski-rental-linear-regression-deploy-model.md), you'll learn how to store the model to SQL Server, and then create stored procedures from the Python scripts you developed in parts two and three. The stored procedures will run in SQL Server to make predictions based on new data. ## Prerequisites * Part three of this tutorial assumes you have completed [part one](python-ski-rental-linear-regression.md) and its prerequisites. ## Train the model In order to predict, you have to find a function (model) that best describes the dependency between the variables in our dataset. This called training the model. The training dataset will be a subset of the entire dataset from the pandas data frame **df** that you created in part two of this series. You will train model **lin_model** using a linear regression algorithm. ```python # Store the variable we'll be predicting on. target = "RentalCount" # Generate the training set. Set random_state to be able to replicate results. train = df.sample(frac=0.8, random_state=1) # Select anything not in the training set and put it in the testing set. test = df.loc[~df.index.isin(train.index)] # Print the shapes of both sets. print("Training set shape:", train.shape) print("Testing set shape:", test.shape) # Initialize the model class. lin_model = LinearRegression() # Fit the model to the training data. lin_model.fit(train[columns], train[target]) ``` You should see results similar to the following. ```results Training set shape: (362, 7) Testing set shape: (91, 7) ``` ## Make predictions Use a predict function to predict the rental counts using the model **lin_model**. ```python # Generate our predictions for the test set. lin_predictions = lin_model.predict(test[columns]) print("Predictions:", lin_predictions) # Compute error between our test predictions and the actual values. lin_mse = mean_squared_error(lin_predictions, test[target]) print("Computed error:", lin_mse) ``` ```results Predictions: [ 40. 38. 240. 39. 514. 48. 297. 25. 507. 24. 30. 54. 40. 26. 30. 34. 42. 390. 336. 37. 22. 35. 55. 350. 252. 370. 499. 48. 37. 494. 46. 25. 312. 390. 35. 35. 421. 39. 176. 21. 33. 452. 34. 28. 37. 260. 49. 577. 312. 24. 24. 390. 34. 64. 26. 32. 33. 358. 348. 25. 35. 48. 39. 44. 58. 24. 350. 651. 38. 468. 26. 42. 310. 709. 155. 26. 648. 617. 26. 846. 729. 44. 432. 25. 39. 28. 325. 46. 36. 50. 63.] Computed error: 3.59831533436e-26 ``` ## Next steps In part three of this tutorial series, you completed these steps: * Train a linear regression model * Make predictions using the linear regression model To deploy the machine learning model you've created, follow part four of this tutorial series: > [!div class="nextstepaction"] > [Python Tutorial: Deploy a machine learning model](python-ski-rental-linear-regression-deploy-model.md)