Evaluating Lines of Best Fit Exercise

Evaluating Lines of Best Fit

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Evaluating Lines of Best Fit

Assess how well different trend lines fit given scatter plot data. Practice comparing and selecting the most accurate line of best fit.

Questions

  1. MultiChoice

    Which of the following describes a POOR line of best fit?

  2. MultiChoice

    Student A draws a line connecting only the first and last points of a scatter plot. Why might this be incorrect?

  3. MultiChoice

    What is a 'residual' in linear modeling?

  4. MultiChoice

    If a data point is located at (4, 10) and the trend line predicts (4, 8), what is the residual?

  5. MultiChoice

    If a data point lies exactly on the line of best fit, its residual is:

  6. MultiChoice

    A student fits line L1 and line L2 to the same scatter plot. How can they determine which line fits better?

  7. MultiChoice

    If all actual data points lie directly on the line of best fit, what is true?

  8. MultiChoice

    Why is a horizontal line a BAD fit for data showing a strong positive correlation?

  9. MultiChoice

    When judging line fit visually, what should you look for regarding points above versus below the line?

  10. MultiChoice

    A data point is at (3, 7). The line of best fit equation is y = 2x + 2. What is the residual for this point?

  11. MultiChoice

    If the residual for a point is negative, where is the data point relative to the trend line?

  12. MultiChoice

    If the residual for a point is positive, where is the data point relative to the trend line?