📖 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
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
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
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
Hint
Use print(df) to show the DataFrame with the new rolling standard deviation column.
Practice
(1/5)
1. What does the rolling(window).std() function calculate in pandas?
easy
A. The standard deviation of values within a moving window
B. The sum of values within a moving window
C. The average of values within a moving window
D. The maximum value within a moving window
Solution
Step 1: Understand rolling window concept
The rolling function creates a moving window over data points.
Step 2: Apply std() to rolling window
The std() function calculates the standard deviation of values inside each window.
Final Answer:
The standard deviation of values within a moving window -> Option A
Quick Check:
rolling(window).std() = standard deviation [OK]
Hint: Remember std() means standard deviation, not sum or mean [OK]
Common Mistakes:
Confusing std() with sum() or mean()
Thinking rolling() alone calculates std
Assuming it returns a single value, not a series
2. Which of the following is the correct syntax to calculate a rolling standard deviation with a window size of 3 on a pandas Series named data?
easy
A. data.std().rolling(3)
B. data.rolling_std(3)
C. rolling(data, 3).std()
D. data.rolling(3).std()
Solution
Step 1: Identify correct method chaining
The rolling() method is called on the Series, then std() is applied.
Hint: Call rolling() first, then std() to get rolling std dev [OK]
Common Mistakes:
Calling std() before rolling()
Using non-existent rolling_std() method
Passing window size inside std()
3. Given the pandas Series data = pd.Series([2, 4, 6, 8, 10]), what is the output of data.rolling(3).std()?
medium
A. [NaN, 1.0, 2.0, 3.0, 4.0]
B. [NaN, NaN, 2.0, 2.0, 2.0]
C. [2.0, 2.0, 2.0, 2.0, 2.0]
D. [NaN, NaN, NaN, NaN, NaN]
Solution
Step 1: Understand rolling std with window=3
For the first two values, window size 3 is not met, so result is NaN.
Step 2: Calculate std for windows
Windows: [2,4,6], [4,6,8], [6,8,10] each have std deviation 2.0.
Final Answer:
[NaN, NaN, 2.0, 2.0, 2.0] -> Option B
Quick Check:
Rolling std with window 3 = [NaN, NaN, 2.0, 2.0, 2.0] [OK]
Hint: First (window-1) results are NaN, then std calculated [OK]
Common Mistakes:
Expecting values for first two positions
Confusing std with mean or sum
Miscomputing standard deviation values
4. What is wrong with this code snippet to calculate rolling standard deviation on a DataFrame column df['values'] with window size 4?
df['rolling_std'] = df['values'].rolling.std(4)
medium
A. The code is correct and will run without error
B. The std() function should be called before rolling()
C. The rolling method is missing parentheses before std()
D. Window size should be passed to std(), not rolling()
Solution
Step 1: Check method chaining syntax
rolling() requires parentheses with window size: rolling(4)
Step 2: Identify error in code
Code uses rolling.std(4) which is invalid; should be rolling(4).std()
Final Answer:
The rolling method is missing parentheses before std() -> Option C
Quick Check:
rolling() needs parentheses before std() [OK]
Hint: Always use rolling(window).std(), not rolling.std(window) [OK]
Common Mistakes:
Calling std() before rolling()
Passing window size to std() instead of rolling()
Omitting parentheses after rolling
5. You have daily sales data in a pandas DataFrame df with a column 'sales'. You want to detect days where sales variability over the last 5 days was unusually high. Which code correctly adds a column 'high_volatility' that is true when the rolling standard deviation exceeds 100?
hard
A. df['high_volatility'] = df['sales'].rolling(5).std() > 100
B. df['high_volatility'] = df['sales'].std().rolling(5) > 100
C. df['high_volatility'] = df['sales'].rolling(window=5).mean() > 100
D. df['high_volatility'] = df['sales'].rolling(5).sum() > 100
Solution
Step 1: Calculate rolling standard deviation over 5 days
Use rolling(5).std() on 'sales' to get variability in last 5 days.
Step 2: Compare rolling std to threshold 100
Create boolean column where rolling std is greater than 100.
Final Answer:
df['high_volatility'] = df['sales'].rolling(5).std() > 100 -> Option A
Quick Check:
rolling(5).std() > 100 detects high variability [OK]
Hint: Use rolling(5).std() then compare to threshold for volatility [OK]
Common Mistakes:
Using std() before rolling()
Using mean() or sum() instead of std()
Comparing rolling sum or mean to threshold
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