Determine whether rectangle ABCD and rectangle EFGH are congruent. Rectangle ABCD has vertices point A(1,−5), point B(6,−5), point C(6,−1), and point D(1,−1). Rectangle EFGH has vertices point E(−4,0), point F(0,0), point G(0,5), and point H(−4,5).(1 point)
Responses
Yes, rectangle ABCD is congruent to rectangle EFGH because the lengths of the sides are identical.
Yes, rectangle upper A upper B upper C upper D is congruent to rectangle upper E upper F upper G upper H because the lengths of the sides are identical.
No, rectangle ABCD is not congruent to rectangle EFGH because the lengths of the sides are identical.
No, rectangle upper A upper B upper C upper D is not congruent to rectangle upper E upper F upper G upper H because the lengths of the sides are identical.
No, rectangle ABCD is not congruent to rectangle EFGH because the lengths of the sides are not identical.
No, rectangle upper A upper B upper C upper D is not congruent to rectangle upper E upper F upper G upper H because the lengths of the sides are not identical.
Yes, rectangle ABCD is congruent to rectangle EFGH because the lengths of the sides are not identical.
1 answer
1 answer