501,533 views
18 votes
18 votes
Choose 1 answer:

(Choice A)
Only sequence A

(Choice B)
Only sequence B

(Choice C)
Both

(Choice D)
Neither

Choose 1 answer: (Choice A) Only sequence A (Choice B) Only sequence B (Choice C) Both-example-1
User JOTN
by
3.2k points

2 Answers

26 votes
26 votes

Answer:

prove khj=klj

Explanation:

Ashley little

User Meilechh
by
2.8k points
4 votes
4 votes

Sequence B, a reflection over line HI followed by a translation 6 units right and 3 units down, accurately maps quadrilaterals HIJK onto ABCD, preserving congruence. The correct answer is Option B.

Sequence B correctly transforms quadrilateral HIJK onto ABCD. A reflection over line HI preserves orientation and ensures corresponding vertices align.

Subsequently, a translation 6 units to the right and 3 units down positions the reflected quadrilateral onto its congruent counterpart. In contrast, Sequence A introduces a rotation that alters the orientation of corresponding vertices, leading to a mismatch between the two quadrilaterals.

Thus, Sequence B, with a reflection followed by a translation, adheres to the congruence of HIJK and ABCD, providing the accurate transformation for the given geometric scenario on the grid. Option B is the answer.

User Ehrpaulhardt
by
2.8k points
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