| Product Number | 2H17-3-X7 |
| Synonyms | 2-(Trifluoromethyl)xanthone |
| CAS | 1496-15-7 |
| MDL Number | MFCD03701090 |
| Molecular Formula | C14H7F3O2 |
| Molecular Weight | 264.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-3-X7
CAS: 1496-15-7
Molecule Weight: 264.203
Formula: C14H7F3O2
PN: 2H20-1-32
CAS: 2684-90-4
Molecule Weight: 226.231
Formula: C14H10O3
![5-(Trifluoromethyl)benzo[b]furan](data:image/png;base64,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)
PN: 2H10-3-X0
CAS: 741290-20-0
Molecule Weight: 186.133
Formula: C9H5F3O
TSCA: Not listed on TSCA inventory
