| Product Number | 8H60-1-J2 |
| Synonyms | 4-(4-Boronophenyl)morpholine |
| CAS | 186498-02-2 |
| MDL Number | MFCD03095169 |
| Molecular Formula | C10H14BNO3 |
| Molecular Weight | 207.04 |
| 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-J2
CAS: 186498-02-2
Molecule Weight: 207.04
Formula: C10H14BNO3
PN: 8H60-1-KZ
CAS: 933052-52-9
Molecule Weight: 207.04
Formula: C10H14BNO3
PN: 8H60-1-HA
CAS: 863377-22-4
Molecule Weight: 207.04
Formula: C10H14BNO3
PN: 8H60-1-FK
CAS: 229009-41-0
Molecule Weight: 191.04
Formula: C10H14BNO2
![[4-(Piperidin-1-yl)phenyl]boronic acid](data:image/png;base64,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)
PN: 8H60-1-FP
CAS: 229009-42-1
Molecule Weight: 205.06
Formula: C11H16BNO2
Melting Point: 126-127 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090