| Product Number | P311-A-95 |
| Synonyms | 3-Borono-5-methylpyridine |
| CAS | 173999-18-3 |
| MDL Number | MFCD03428528 |
| Molecular Formula | C6H8BNO2 |
| Molecular Weight | 136.95 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 1 g | $ 89 | In Stock | ||
| 5 g | $ 355 | In Stock | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: P311-A-95
CAS: 173999-18-3
Molecule Weight: 136.95
Formula: C6H8BNO2
PN: 8H60-1-X5
CAS: 497147-93-0
Molecule Weight: 147.93
Formula: C6H5BN2O2
PN: 8H60-1-66
CAS: 1001907-70-5
Molecule Weight: 150.97
Formula: C7H10BNO2
PN: 8H60-3-Y3
CAS: 947533-51-9
Molecule Weight: 190.92
Formula: C6H5BF3NO2
![[5-(Difluoromethyl)pyridin-3-yl]boronic acid](data:image/png;base64,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)
PN: 8H60-3-1T
CAS: 1382475-69-5
Molecule Weight: 172.93
Formula: C6H6BF2NO2
PN: 8H60-5-26
CAS: 913835-86-6
Molecule Weight: 171.39
Formula: C6H7BClNO2
PN: 8H60-9-X3
CAS: 1003043-34-2
Molecule Weight: 215.84
Formula: C6H7BBrNO2
PN: 8H60-3-27
CAS: 904326-92-7
Molecule Weight: 154.94
Formula: C6H7BFNO2
Melting Point: >300 ℃
TSCA: Not listed on TSCA inventory