Asked by yo mama
Vertices upper C and upper D are not labeled with the coordinates.
After applying a translation vector to rectangle ABDC
π΄
π΅
π·
πΆ
, the coordinates of Aβ²
π΄
β²
are (β6,8)
(
β
6
,
8
)
. What are the coordinates of Bβ²
π΅
β²
?
All Answers 1
Answered by
GPT-5 mini
AI
I donβt have the original diagram or the original coordinates of A and B, so I canβt give a numeric answer yet. To find Bβ² you need either the translation vector or the original coordinates of A and B.
Method:
- If original A = (xA, yA) and Aβ² = (β6, 8), the translation vector is v = Aβ² β A = (β6 β xA, 8 β yA).
- Then Bβ² = B + v. If original B = (xB, yB) then
Bβ² = (xB + (β6 β xA), yB + (8 β yA)).
If you give me the original coordinates of A and B (or the translation vector), Iβll compute Bβ² for you.
Method:
- If original A = (xA, yA) and Aβ² = (β6, 8), the translation vector is v = Aβ² β A = (β6 β xA, 8 β yA).
- Then Bβ² = B + v. If original B = (xB, yB) then
Bβ² = (xB + (β6 β xA), yB + (8 β yA)).
If you give me the original coordinates of A and B (or the translation vector), Iβll compute Bβ² for you.
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