Use your line of fit to estimate what you would expect the output value to be when the input is 10.
[img]data:image/png;base64,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[/img][br][br]Use the scatter plot to estimate the number of views for the most popular video in this 10-year span.
Estimate when the 4th most popular video was released.
Name two quantities in this situation that are in a functional relationship.
Write an equation that represents the function.