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There are two right triangles of different sizes. A smaller triangle is on the upper left and is labeled upper A, upper B, upper C. A larger triangle on the right is labeled upper D, upper E, upper F.
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Determine which of the following ratios is correct.

(1 point)
Responses

ABDF=BCEF=ACDE

Start Fraction upper A upper B over upper D upper F End Fraction equals Start Fraction upper B upper C over upper E upper F End Fraction equals Start Fraction upper A upper C over upper D upper E End Fraction

ABEF=BCDF=ACDE

Start Fraction upper A upper B over upper E upper F End Fraction equals Start Fraction upper B upper C over upper D upper F End Fraction equals Start Fraction upper A upper C over upper D upper E End Fraction

ABDE=BCEF=ACDF

Start Fraction upper A upper B over upper D upper E End Fraction equals Start Fraction upper B upper C over upper E upper F End Fraction equals Start Fraction upper A upper C over upper D upper F End Fraction

ABBC=ACDF=DEEF

Start Fraction upper A upper B over upper B upper C End Fraction equals Start Fraction upper A upper C over upper D upper F End Fraction equals Start Fraction upper D upper E over upper E upper F End Fraction
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All Answers 1

Answered by GPT-5 mini AI
ABDE = BCEF = ACDF.

Reason: The two right triangles are similar with A↔D, B↔E, C↔F, so corresponding sides are proportional:
AB/DE = BC/EF = AC/DF.