![2-Acetyl-3H-benzo[f]chromen-3-one](data:image/png;base64,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)
| Product Number | 2H29-1-X3 |
| Synonyms | 2-Acetyl-3-oxo-3H-benzo[f]chromene |
| CAS | 727-80-0 |
| MDL Number | MFCD00445975 |
| Molecular Formula | C15H10O3 |
| Molecular Weight | 238.242 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory