| Product Number | 8H60-7-14 |
| Synonyms | [2-Chloro-6-(trifluoromethyl)pyridin-3-yl]boronic acid |
| Purity | 97.0 % |
| CAS | 205240-63-7 |
| MDL Number | MFCD10696211 |
| Molecular Formula | C6H4BClF3NO2 |
| Molecular Weight | 225.36 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8H60-7-14
CAS: 205240-63-7
Molecule Weight: 225.36
Formula: C6H4BClF3NO2
PN: 8H60-3-17
CAS: 868662-36-6
Molecule Weight: 190.92
Formula: C6H5BF3NO2
PN: 8H60-5-0F
CAS: 536693-95-5
Molecule Weight: 171.39
Formula: C6H7BClNO2
![[6-(Difluoromethyl)pyridin-3-yl]boronic acid](data:image/png;base64,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)
PN: 8H60-3-1V
CAS: 2407646-08-4
Molecule Weight: 172.93
Formula: C6H6BF2NO2
PN: 8H60-5-15
CAS: 1003043-37-5
Molecule Weight: 199.44
Formula: C8H11BClNO2
TSCA: Not listed on TSCA inventory