Write the rule for the dilation. Simplify any fractions.

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Answer: The dilation rule can be determined by comparing the coordinates of the original points K and L with their images K' and L'. Point K is at (3, 2) and K' is at (9, 6). The dilation factor is 3, as each coordinate of K' is 3 times that of K. Point L is at (1, 5) and L' is at (3, 15). The dilation factor is also 3, as each coordinate of L' is 3 times that of L. Therefore, the rule for the dilation is: (x, y) → (3x, 3y).

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Write the rule for the dilation. Simplify any fractions.

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