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ML Pythonml~5 mins

Time series components (trend, seasonality) in ML Python - Cheat Sheet & Quick Revision

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Recall & Review
beginner
What is the trend component in a time series?
The trend is the long-term increase or decrease in the data over time. It shows the overall direction, like a steady rise or fall.
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beginner
Define seasonality in a time series.
Seasonality is a repeating pattern or cycle in the data that happens at regular intervals, like daily, weekly, or yearly.
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intermediate
How does seasonality differ from trend in time series data?
Trend shows the overall direction over a long time, while seasonality shows repeating patterns within shorter fixed periods.
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intermediate
Why is it important to separate trend and seasonality in time series analysis?
Separating them helps us understand the true underlying patterns and make better predictions by modeling each part correctly.
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beginner
Give a real-life example of seasonality in time series data.
Sales of ice cream often rise every summer and fall in winter, showing a yearly seasonal pattern.
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What does the trend component in a time series represent?
ASudden spikes in data
BRandom noise in data
CRepeating patterns at fixed intervals
DLong-term increase or decrease in data
Which of the following is an example of seasonality?
AStock price steadily rising over years
BDaily temperature rising and falling every day
CWeekly sales increasing every weekend
DRandom fluctuations in sensor readings
Why do we separate trend and seasonality in time series analysis?
ATo better understand and predict data patterns
BTo remove all data points
CTo ignore seasonal effects
DTo increase noise in data
Which component is NOT part of typical time series decomposition?
AClustering
BTrend
CNoise
DSeasonality
If sales rise every December, this pattern is called:
ATrend
BSeasonality
CNoise
DOutlier
Explain the difference between trend and seasonality in time series data.
Think about how data moves over years versus repeating cycles like months or weeks.
You got /4 concepts.
    Why is identifying seasonality important when forecasting time series data?
    Consider how ignoring regular cycles might confuse your forecast.
    You got /4 concepts.