| Product Number | 6860-3-04 |
| CAS | 313545-39-0 |
| MDL Number | MFCD08059515 |
| Molecular Formula | C9H10BF3O3 |
| Molecular Weight | 233.98 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6860-3-04
CAS: 313545-39-0
Molecule Weight: 233.98
Formula: C9H10BF3O3
PN: 6660-3-44
CAS: 313545-40-3
Molecule Weight: 248.01
Formula: C10H12BF3O3
PN: 6860-3-05
CAS: 313546-16-6
Molecule Weight: 219.95
Formula: C8H8BF3O3
PN: 6860-3-09
CAS: 1310384-19-0
Molecule Weight: 219.95
Formula: C8H8BF3O3
PN: 6660-1-V1
CAS: 313545-31-2
Molecule Weight: 180.01
Formula: C9H13BO3
PN: 6760-1-19
CAS: 871126-21-5
Molecule Weight: 194.04
Formula: C10H15BO3
![[4-(Difluoromethyl)-2-ethoxyphenyl]boronic acid](data:image/png;base64,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)
PN: 6760-3-12
CAS:
Molecule Weight: 215.99
Formula: C9H11BF2O3
PN: 6860-3-X8
CAS: 312936-89-3
Molecule Weight: 219.95
Formula: C8H8BF3O3
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000