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Pandasdata~30 mins

Rolling standard deviation in Pandas - Mini Project: Build & Apply

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Rolling Standard Deviation with pandas
📖 Scenario: You work in a weather station. You have daily temperature data for a week. You want to understand how much the temperature changes over a short period.
🎯 Goal: Calculate the rolling standard deviation of daily temperatures over a 3-day window using pandas.
📋 What You'll Learn
Create a pandas DataFrame with daily temperatures for 7 days.
Set a window size variable for rolling calculation.
Calculate the rolling standard deviation using the window size.
Print the resulting rolling standard deviation values.
💡 Why This Matters
🌍 Real World
Rolling standard deviation helps weather analysts understand short-term temperature fluctuations, which is useful for forecasting and detecting unusual weather patterns.
💼 Career
Data scientists and analysts use rolling statistics to analyze trends and variability in time series data across many fields like finance, weather, and manufacturing.
Progress0 / 4 steps
1
Create the temperature DataFrame
Create a pandas DataFrame called df with a column 'Temperature' containing these exact values: [22, 21, 23, 24, 22, 20, 19].
Pandas
Need a hint?

Use pd.DataFrame with a dictionary where the key is 'Temperature' and the value is the list of temperatures.

2
Set the rolling window size
Create a variable called window_size and set it to 3.
Pandas
Need a hint?

Just create a variable named window_size and assign the number 3 to it.

3
Calculate rolling standard deviation
Create a new column in df called 'RollingStd' that contains the rolling standard deviation of the 'Temperature' column using the window size stored in window_size. Use pandas rolling() and std() methods.
Pandas
Need a hint?

Use df['Temperature'].rolling(window=window_size).std() to calculate the rolling standard deviation.

4
Print the rolling standard deviation
Print the df DataFrame to display the 'Temperature' and 'RollingStd' columns.
Pandas
Need a hint?

Use print(df) to show the DataFrame with the new rolling standard deviation column.