Understanding Scale Factors of Dilation Exercise

Understanding Scale Factors of Dilation

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Understanding Scale Factors of Dilation

Explore how scale factors enlarge or reduce geometric figures. Practice applying scale factors to determine image dimensions and properties.

Questions

  1. MultiChoice

    If a dilation has a scale factor of k = 3, what type of dilation is it?

  2. MultiChoice

    If a dilation has a scale factor of k = 1/4, what type of transformation is it?

  3. MultiChoice

    What happens to a figure when dilated with a scale factor of k = 1?

  4. MultiChoice

    Which range of scale factor k creates an enlargement?

  5. MultiChoice

    Which range of scale factor k creates a reduction?

  6. MultiChoice

    A scale factor of k = 5/2 represents which type of dilation?

  7. MultiChoice

    A scale factor of k = 0.6 represents which type of dilation?

  8. MultiChoice

    How is the scale factor k calculated from side lengths?

  9. MultiChoice

    If a side of length 4 becomes length 10 after dilation, what is the scale factor?

  10. MultiChoice

    If a segment of length 12 units is reduced to 9 units, what is the scale factor?

  11. MultiChoice

    What scale factor expands a triangle with base 3 units to a similar triangle with base 12 units?

  12. MultiChoice

    In standard geometric scale factors of length ratios, the scale factor k is: