| Product Number | 8H60-1-QG |
| Purity | 97 % |
| CAS | 875781-62-7 |
| MDL Number | MFCD09952043 |
| Molecular Formula | C8H10BNO4 |
| Molecular Weight | 194.98 |
| 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: 8H60-1-QG
CAS: 875781-62-7
Molecule Weight: 194.98
Formula: C8H10BNO4
PN: 8H60-1-P8
CAS: 871329-53-2
Molecule Weight: 180.95
Formula: C7H8BNO4
PN: 8H60-1-0X
CAS: 913836-03-0
Molecule Weight: 166.93
Formula: C6H6BNO4
PN: 8H60-1-GV
CAS: 916326-10-8
Molecule Weight: 277.13
Formula: C14H20BNO4
![[5-(Ethoxycarbonyl)-6-(trifluoromethyl)pyridin-3-yl]boronic acid](data:image/png;base64,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)
PN: 8H60-3-35
CAS: 1984827-20-4
Molecule Weight: 262.98
Formula: C9H9BF3NO4
TSCA: Not listed on TSCA inventory