| Product Number | 6860-B-X1 |
| Synonyms | 4-Borono-3-bromobenzotrifluoride |
| CAS | 959997-88-7 |
| MDL Number | MFCD08532500 |
| Molecular Formula | C7H5BBrF3O2 |
| Molecular Weight | 268.82 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6860-B-X1
CAS: 959997-88-7
Molecule Weight: 268.82
Formula: C7H5BBrF3O2
PN: 6760-B-0G
CAS:
Molecule Weight: 250.83
Formula: C7H6BBrF2O2
PN: 6760-B-0J
CAS:
Molecule Weight: 250.83
Formula: C7H6BBrF2O2
![[2-Bromo-6-fluoro-4-(trifluoromethyl)phenyl]boronic acid](data:image/png;base64,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)
PN: 6860-B-DUP
CAS:
Molecule Weight: 286.81
Formula: C7H4BBrF4O2
PN: 6860-F-00
CAS:
Molecule Weight: 303.27
Formula: C7H4BBrClF3O2
PN: 6860-B-X3
CAS: 1394346-22-5
Molecule Weight: 268.82
Formula: C7H5BBrF3O2
PN: 6760-B-0C
CAS:
Molecule Weight: 250.83
Formula: C7H6BBrF2O2
PN: 6760-B-0E
CAS:
Molecule Weight: 250.83
Formula: C7H6BBrF2O2
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000