Determine whether square ABCD and square EFGH are congruent.
Square ABCD has vertices point A (3,−10), point B (8,−10), point C (8,−5), and point D (3,−5).
Square EFGH has vertices point E (0,0), point F (4,0), point G (4,4), and point H (0,4).
Option 1: Square ABCD is congruent to square EFGH.
Option 2: Square ABCD is not congruent to square EFGH.
Is option 1 or 2 correct?
Option 2: Square ABCD is not congruent to square EFGH.
The side lengths of square ABCD are all equal to 5 units, while the side lengths of square EFGH are all equal to 4 units. Therefore, the two squares have different side lengths and are not congruent.