![[2,3-Difluoro-4-(trifluoromethyl)phenyl]boronic acid](data:image/png;base64,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)
| Product Number | 6860-3-10 |
| Synonyms | 2,3-Difluoro-4-(trifluoromethyl)benzeneboronic acid |
| Purity | 97 % |
| CAS | 2096332-61-3 |
| MDL Number | MFCD14892600 |
| Molecular Formula | C7H4BF5O2 |
| Molecular Weight | 225.91 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6860-3-10
CAS: 2096332-61-3
Molecule Weight: 225.91
Formula: C7H4BF5O2
PN: 6860-3-22
CAS:
Molecule Weight: 225.91
Formula: C7H4BF5O2
PN: 6860-3-X7
CAS: 503309-11-3
Molecule Weight: 207.92
Formula: C7H5BF4O2
PN: 6860-3-15
CAS: 864759-68-2
Molecule Weight: 207.92
Formula: C7H5BF4O2
PN: 6760-3-0R
CAS: 508235-16-3
Molecule Weight: 171.94
Formula: C7H7BF2O2
PN: 6860-3-0L
CAS: 2377611-31-7
Molecule Weight: 225.91
Formula: C7H4BF5O2
PN: 6830-3-00
CAS:
Molecule Weight: 221.95
Formula: C8H7BF4O2
PN: 6660-3-M2
CAS: 480424-84-8
Molecule Weight: 185.92
Formula: C7H5BF2O3
Flash Point: None ℃
TSCA: Not listed on TSCA inventory