| Product Number | 6860-3-Y8 |
| Synonyms | 2-Borono-5-fluorobenzotrifluoride |
| CAS | 182344-16-7 |
| MDL Number | MFCD08062379 |
| Molecular Formula | C7H5BF4O2 |
| Molecular Weight | 207.92 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6860-3-Y8
CAS: 182344-16-7
Molecule Weight: 207.92
Formula: C7H5BF4O2
PN: 6860-3-Z0
CAS: 313545-34-5
Molecule Weight: 207.92
Formula: C7H5BF4O2
PN: 6760-3-Y1
CAS: 139911-29-8
Molecule Weight: 153.95
Formula: C7H8BFO2
PN: 6860-3-12
CAS: 1423-27-4
Molecule Weight: 189.93
Formula: C7H6BF3O2
PN: 6860-7-09
CAS:
Molecule Weight: 242.36
Formula: C7H4BClF4O2
![[2-Bromo-4-fluoro-6-(trifluoromethyl)phenyl]boronic acid](data:image/png;base64,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)
PN: 6860-B-00
CAS:
Molecule Weight: 286.81
Formula: C7H4BBrF4O2
PN: 6860-3-08
CAS: 928053-97-8
Molecule Weight: 207.92
Formula: C7H5BF4O2
PN: 6860-3-16
CAS: 850411-12-0
Molecule Weight: 207.92
Formula: C7H5BF4O2
Melting Point: 183-186 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000