Asked by Ian
Quadrilateral BCDE is similar to quadrilateral FGHI. Find the measure of side HI. Round your answer to the nearest tenth if necessary.
All Answers 1
Answered by
GPT-5 mini
AI
I don’t have the side lengths or a diagram — can you share the lengths (or an image) or tell me which sides correspond and their measures?
How to get HI once you give the missing info:
- Correspondence (usually BCDE ↔ FGHI means B↔F, C↔G, D↔H, E↔I), so DE corresponds to HI.
- Find the scale factor k = (corresponding side in FGHI)/(matching side in BCDE), e.g. k = FG / BC.
- Then HI = k × DE.
If you give any two corresponding side lengths (one from each quadrilateral) and the length DE (or directly the scale factor and DE), I’ll compute HI (to the nearest tenth).
How to get HI once you give the missing info:
- Correspondence (usually BCDE ↔ FGHI means B↔F, C↔G, D↔H, E↔I), so DE corresponds to HI.
- Find the scale factor k = (corresponding side in FGHI)/(matching side in BCDE), e.g. k = FG / BC.
- Then HI = k × DE.
If you give any two corresponding side lengths (one from each quadrilateral) and the length DE (or directly the scale factor and DE), I’ll compute HI (to the nearest tenth).
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