| Product Number | 6860-3-16 |
| Purity | 95 % |
| CAS | 850411-12-0 |
| MDL Number | MFCD08706086 |
| Molecular Formula | C7H5BF4O2 |
| Molecular Weight | 207.92 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6860-3-16
CAS: 850411-12-0
Molecule Weight: 207.92
Formula: C7H5BF4O2
![[2-(Difluoromethyl)-3-fluorophenyl]boronic acid](data:image/png;base64,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)
PN: 6760-3-15
CAS:
Molecule Weight: 189.93
Formula: C7H6BF3O2
PN: 6860-3-08
CAS: 928053-97-8
Molecule Weight: 207.92
Formula: C7H5BF4O2
PN: 6860-3-15
CAS: 864759-68-2
Molecule Weight: 207.92
Formula: C7H5BF4O2
PN: 6760-3-X2
CAS: 163517-61-1
Molecule Weight: 153.95
Formula: C7H8BFO2
PN: 6760-3-X1
CAS: 163517-62-2
Molecule Weight: 153.95
Formula: C7H8BFO2
PN: 6860-3-12
CAS: 1423-27-4
Molecule Weight: 189.93
Formula: C7H6BF3O2
PN: 6660-3-69
CAS: 871126-15-7
Molecule Weight: 167.93
Formula: C7H6BFO3
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000