| Product Number | 8H60-3-41 |
| Synonyms | 2-Amino-3-(trifluoromethyl)pyridine-5-boronic acid pinacol ester |
| Purity | 97 % |
| CAS | 947249-01-6 |
| MDL Number | MFCD12923414 |
| Molecular Formula | C12H16BF3N2O2 |
| Molecular Weight | 288.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-3-41
CAS: 947249-01-6
Molecule Weight: 288.08
Formula: C12H16BF3N2O2
PN: 8H60-3-Y7
CAS: 1084953-47-8
Molecule Weight: 273.06
Formula: C12H15BF3NO2
PN: 8H60-1-MF
CAS: 1246372-66-6
Molecule Weight: 245.09
Formula: C12H16BN3O2
PN: 8H60-1-U0
CAS: 827614-64-2
Molecule Weight: 220.08
Formula: C11H17BN2O2
![[6-Amino-5-(trifluoromethyl)pyridin-3-yl]boronic acid](data:image/png;base64,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)
PN: 8H60-3-40
CAS: 1189126-37-1
Molecule Weight: 205.93
Formula: C6H6BF3N2O2
PN: 8H60-1-LP
CAS: 2103352-44-7
Molecule Weight: 276.14
Formula: C14H21BN2O3
PN: 8H60-1-DQ
CAS: 1191062-86-8
Molecule Weight: 317.24
Formula: C17H28BN3O2
PN: 8H60-3-0S
CAS: 944401-75-6
Molecule Weight: 238.07
Formula: C11H16BFN2O2
TSCA: Not listed on TSCA inventory