Respuesta :
Assumption:
△RST is congruent to △TXY
The vertices therefore correspond as follows.
From △TXY to △RST:
T <--> R
X <--> S
Y <--> T
Hence:
TX <--> RS
TY <--> RT
XY <--> ST
△RST is congruent to △TXY
The vertices therefore correspond as follows.
From △TXY to △RST:
T <--> R
X <--> S
Y <--> T
Hence:
TX <--> RS
TY <--> RT
XY <--> ST
△RST is congruent to △TXY
The vertices, therefore, correspond as follows.
From △TXY to △RST:
T <--> R
X <--> S
Y <--> T
Hence:
TX <--> RS
TY <--> RT
XY <--> ST
What is an example of congruent?
The phrase 'congruent' approaches 'precisely same' in terms of form and length. even if we flip, turn, or rotate the shapes, they continue to be the same. As an example, draw two circles of identical radius, then reduce them out and place them on each other.
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