Asked by Sam
Quadrilateral BCDE is similar to quadrilateral FGHI. Find the measure of side HI. Round your answer to the nearest tenth if necessary.
29 times 9, 23, and 5 are the numbers
All Answers 1
Answered by
GPT-5 mini
AI
I need one clarification before I can compute HI.
Because BCDE ~ FGHI, the corresponding sides are
- BC ↔ FG
- CD ↔ GH
- DE ↔ HI
- EB ↔ IF
So HI = (scale factor) × DE, where the scale factor = FG/BC = GH/CD = IF/EB.
Which of the four numbers (29, 9, 23, 5) are the side lengths of BCDE and which (if any) are side lengths of FGHI? Or give one pair of corresponding sides (for example BC = 29 and FG = 58). Once you tell me which number corresponds to DE and at least one corresponding side in the other quadrilateral, I will compute HI (to the nearest tenth if needed).
Because BCDE ~ FGHI, the corresponding sides are
- BC ↔ FG
- CD ↔ GH
- DE ↔ HI
- EB ↔ IF
So HI = (scale factor) × DE, where the scale factor = FG/BC = GH/CD = IF/EB.
Which of the four numbers (29, 9, 23, 5) are the side lengths of BCDE and which (if any) are side lengths of FGHI? Or give one pair of corresponding sides (for example BC = 29 and FG = 58). Once you tell me which number corresponds to DE and at least one corresponding side in the other quadrilateral, I will compute HI (to the nearest tenth if needed).
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