Pregunta
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If
describes two quadrilaterals, which other statement is also true?
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Ask by Reeves Chavez. in the United States
Jan 30,2025
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Solución
Given that quadrilateral
is congruent to quadrilateral
(i.e.,
), we can deduce corresponding vertices as follows:
-
corresponds to -
corresponds to -
corresponds to -
corresponds to
When examining the option
, we need to maintain the corresponding vertex relationships established above:
-
(which corresponds to ) -
(which corresponds to ) -
(which corresponds to ) -
(which corresponds to )
Thus, the congruent quadrilateral statement preserving these correspondences is:
Answer:
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Como
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Bonus Knowledge
If the quadrilaterals
and
are congruent, then their corresponding sides and angles are equal. This means that if you list the vertices in opposite order, the corresponding figures will still be congruent. Therefore, you can rearrange the order of the letters as long as you maintain the correct correspondence.
Among the options provided, the statement
is true, as it matches the orientation of the corresponding vertices. So, the corresponding relationships are maintained, ensuring the congruence of the figures.
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