To determine the translation that maps quadrilateral ABCD to quadrilateral EHGF, we need to analyze the translation based on the options provided.
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Translate 9 units left and 3 units up: This means every point (x, y) of quadrilateral ABCD becomes (x - 9, y + 3).
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Translate 3 units left and 9 units up: This means every point (x, y) of quadrilateral ABCD becomes (x - 3, y + 9).
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Translate 3 units right and 9 units down: This means every point (x, y) of quadrilateral ABCD becomes (x + 3, y - 9).
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Translate 9 units right and 3 units down: This means every point (x, y) of quadrilateral ABCD becomes (x + 9, y - 3).
To find the correct translation, one needs to know the coordinates of both quadrilaterals ABCD and EHGF. Measure the difference in x-coordinates and the difference in y-coordinates to see which option correctly translates points from ABCD to EHGF.
Without the specific coordinates of quadrilaterals ABCD and EHGF, it's impossible to definitively identify which translation is correct; you'll have to calculate based on the coordinates.