Section 1 - Instruction

Welcome to discovering relationships in your data! Last time we explored data distributions, but what about connections between different variables?

Correlation helps you spot when two business metrics move together in predictable ways.

Engagement Message

Can you think of two business metrics that might be related to each other?

Section 2 - Instruction

A scatter plot shows relationships by plotting two variables against each other. Each dot represents one data point with values for both variables.

For example, plot customer age (x-axis) against spending (y-axis) to see if older customers spend more.

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Engagement Message

What pattern would you expect to see if age and spending were related?

Section 3 - Instruction

When dots in a scatter plot form a clear pattern, you've found correlation! If dots trend upward (more of X = more of Y), that's positive correlation.

If dots trend downward (more of X = less of Y), that's negative correlation.

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Engagement Message

Can you give an example of two business metrics that might have negative correlation?

Section 4 - Instruction

Correlation coefficients measure relationship strength with numbers between -1 and +1. Values near +1 mean strong positive correlation, near -1 mean strong negative correlation.

Values near 0 mean no meaningful relationship exists between the variables.

Engagement Message

What would a correlation coefficient of 0.8 tell you about two variables?

Section 5 - Instruction

Here's the crucial warning: correlation does not equal causation! Just because two metrics move together doesn't mean one causes the other.

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